{smcl}
{com}{sf}{ul off}{txt}{.-}
      name:  {res}<unnamed>
       {txt}log:  {res}C:\Users\hongj\Dropbox\Administration of UI Programs in the American States (Ji-Hyeun Hong)\Administrative Inequality Bias (Paper #1)\Data Replication File Materials (JPART)\Output\Administrative Bias.APPENDIX D.02-01-2026.smcl
  {txt}log type:  {res}smcl
 {txt}opened on:  {res} 1 Feb 2026, 17:43:44
{txt}
{com}. 
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. *** APPENDIX D: OMITTING YEAR UNIT/FIXED EFFECTS [ONLY CONSIDER STATE/CROSS-SECTIONAL UNIT/FIXED EFFECTS -- JULY 2025]
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. *** Retrieve "ADMINISTRATIVE BIAS" MANUSCRIPT Statistical Database [07-07-2025]  ***
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. use "C:\Users\hongj\Dropbox\Administration of UI Programs in the American States (Ji-Hyeun Hong)\Administrative Inequality Bias (Paper #1)\Data Replication File Materials (JPART)\Data\Admin_Bias.MANUSCRIPT DATABASE.07-07-2025.dta", clear
{txt}
{com}. 
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. 
. *** SET DATA TO PANEL STRUCTURE  ***
. 
. xtset state_numident year, yearly
{res}
{col 1}{txt:Panel variable: }{res:state_numident}{txt: (unbalanced)}
{p 1 16 2}{txt:Time variable: }{res:year}{txt:, }{res:{bind:2002}}{txt: to }{res:{bind:2021}}{txt:, but with a gap}{p_end}
{txt}{col 10}Delta: {res}1 year
{txt}
{com}. 
. *
. *
. *
. 
. ** BETWEEN-WITHIN STATISTICS FOR APPOINTMENT VARIABLES **
. 
. xtsum gubapptauth_partisan_rescaled4  gubapptauth_partisan_rescaled3 

{txt}Variable         {c |}      Mean   Std. dev.       Min        Max {c |}    Observations
{hline 17}{c +}{hline 44}{c +}{hline 16}
gubapp~4{col 10}overall {c |} {res} .8278278   .3777191          0          1{txt} {c |}{col 69}N =     999
{col 10}between {c |}{col 31}{res} .3479033          0          1{txt} {c |}{col 69}n =      50
{col 10}within  {c |}{col 31}{res}  .154427  -.1221722   1.727828{txt} {c |} T-bar =   19.98
{col 18}{c |}{col 63}{c |}
gubapp~3{col 10}overall {c |} {res}  1.23023   .7225588          0          2{txt} {c |}{col 69}N =     999
{col 10}between {c |}{col 31}{res} .5934163          0          2{txt} {c |}{col 69}n =      50
{col 10}within  {c |}{col 31}{res} .4199437  -.2697698    2.38023{txt} {c |} T-bar =   19.98

{com}. 
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. *** NOTE: PERFORM PAIRWISE REGRESSIONS ON SAME GUBERNATORIAL APPOINTMENT AUTHORITY MEASURE BETWEEN "SAI_DETAMT_CLMTREAL" DEPENDENT VARIABLES [I.E., MODELS D1 & D2 / MODELS D3 & D4] ***
. 
. 
. 
. 
. 
. 
. 
. 
. *** MODELS D1 & D2: BENEFIT OVERPAYMENT ERROR DETECTION BY STATE UIP AGENCY-INITIATION [CLAIMANT-/NON-FRAUD] -- AMOUNTS IN 2010 CONSTANT-DOLLAR TERMS - DISTINCTIONS BETWEEN GUBERNATORIAL APPOINTMENT AUTHORITY: NON-PARTISAN DISTINCTION *  
. 
. 
. 
. *** NON-PARTISAN BASELINE MODELS [MODELS D1 & D2]: DISTINCTION BETWEEN GUBERNATORIAL DIRECT APPOINTMENT POWERS VERSUS ABSENCE OF SUCH INSTITUTIONAL POWERS [BINARY INDICATOR MEASURE] ***
. *** gubapptauth_partisan_rescaled4==0 [ABSENCE OF DIRECT GUBERNATORIAL APPOINTMENT POWERS] &  gubapptauth_partisan_rescaled4==1 [DIRECT GUBERNATORIAL APPOINTMENT POWERS] ***
. 
. 
. 
. *** MODELS D1 & D2 *** 
. 
. 
. 
. ** OBTAIN CORRECT AIC & BIC MODEL FIT STATISTICS FROM MODELS CONTAINING ROBUST CLUSTERED STANDARD ERRORS BY STATE **
. 
. ** M1* **
. 
. glm  sai_detamt_clmtreal i.gubapptauth_partisan_rescaled4  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size  ln_clmterror_est ln_employerappeals_ct  i.state_numident i.year,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-18147.917}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-17827.871}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-17603.109}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-17598.784}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-17598.723}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-17598.722}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       999
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       965
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.27e+14
{txt}Deviance{col 18}={res}{col 20} 1.17071e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.21e+14
{txt}Pearson{col 18}={res}{col 20} 1.17071e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.21e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.30075
{txt}Log pseudolikelihood{col 22}= {res}-17598.72248{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.17e+17

{txt}{ralign 84:(Std. err. adjusted for {res:50} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
1.gubapptauth_pa~4 {c |}{col 20}{res}{space 2} .1158387{col 32}{space 2} .0899228{col 43}{space 1}    1.29{col 52}{space 3}0.198{col 60}{space 4}-.0604067{col 73}{space 3}  .292084
{txt}{space 6}electionyear {c |}{col 20}{res}{space 2} .1380543{col 32}{space 2} .1298181{col 43}{space 1}    1.06{col 52}{space 3}0.288{col 60}{space 4}-.1163845{col 73}{space 3}  .392493
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2}  1.10524{col 32}{space 2}  .280476{col 43}{space 1}    3.94{col 52}{space 3}0.000{col 60}{space 4} .5555167{col 73}{space 3} 1.654962
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0396967{col 32}{space 2} .0357619{col 43}{space 1}   -1.11{col 52}{space 3}0.267{col 60}{space 4}-.1097888{col 73}{space 3} .0303954
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2}-.1496042{col 32}{space 2} .0301082{col 43}{space 1}   -4.97{col 52}{space 3}0.000{col 60}{space 4}-.2086151{col 73}{space 3}-.0905932
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 1.915813{col 32}{space 2} .7863812{col 43}{space 1}    2.44{col 52}{space 3}0.015{col 60}{space 4} .3745345{col 73}{space 3} 3.457092
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2}-.2884037{col 32}{space 2} .5098466{col 43}{space 1}   -0.57{col 52}{space 3}0.572{col 60}{space 4}-1.287685{col 73}{space 3} .7108774
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2}  .205321{col 32}{space 2}  .133774{col 43}{space 1}    1.53{col 52}{space 3}0.125{col 60}{space 4}-.0568712{col 73}{space 3} .4675132
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-.2019723{col 32}{space 2} .1912454{col 43}{space 1}   -1.06{col 52}{space 3}0.291{col 60}{space 4}-.5768064{col 73}{space 3} .1728617
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}2  {c |}{col 20}{res}{space 2}-1.453889{col 32}{space 2} .4807702{col 43}{space 1}   -3.02{col 52}{space 3}0.002{col 60}{space 4}-2.396181{col 73}{space 3}-.5115964
{txt}{space 16}3  {c |}{col 20}{res}{space 2}-.8333506{col 32}{space 2} .3337171{col 43}{space 1}   -2.50{col 52}{space 3}0.013{col 60}{space 4}-1.487424{col 73}{space 3}-.1792772
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-1.429922{col 32}{space 2} .5358278{col 43}{space 1}   -2.67{col 52}{space 3}0.008{col 60}{space 4}-2.480126{col 73}{space 3}-.3797191
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-7.702164{col 32}{space 2} 2.248116{col 43}{space 1}   -3.43{col 52}{space 3}0.001{col 60}{space 4}-12.10839{col 73}{space 3}-3.295937
{txt}{space 16}6  {c |}{col 20}{res}{space 2}-1.840881{col 32}{space 2} .6201801{col 43}{space 1}   -2.97{col 52}{space 3}0.003{col 60}{space 4}-3.056412{col 73}{space 3}-.6253504
{txt}{space 16}7  {c |}{col 20}{res}{space 2}-5.508248{col 32}{space 2} 1.493846{col 43}{space 1}   -3.69{col 52}{space 3}0.000{col 60}{space 4}-8.436132{col 73}{space 3}-2.580365
{txt}{space 16}8  {c |}{col 20}{res}{space 2} -2.34792{col 32}{space 2} .7613121{col 43}{space 1}   -3.08{col 52}{space 3}0.002{col 60}{space 4}-3.840065{col 73}{space 3} -.855776
{txt}{space 16}9  {c |}{col 20}{res}{space 2}  .004285{col 32}{space 2} .6337061{col 43}{space 1}    0.01{col 52}{space 3}0.995{col 60}{space 4}-1.237756{col 73}{space 3} 1.246326
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-1.831059{col 32}{space 2} .7181842{col 43}{space 1}   -2.55{col 52}{space 3}0.011{col 60}{space 4}-3.238675{col 73}{space 3}-.4234442
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-2.752613{col 32}{space 2} .7811109{col 43}{space 1}   -3.52{col 52}{space 3}0.000{col 60}{space 4}-4.283562{col 73}{space 3}-1.221664
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.8643286{col 32}{space 2} .3987467{col 43}{space 1}   -2.17{col 52}{space 3}0.030{col 60}{space 4}-1.645858{col 73}{space 3}-.0827993
{txt}{space 15}13  {c |}{col 20}{res}{space 2}-2.304549{col 32}{space 2} 1.215914{col 43}{space 1}   -1.90{col 52}{space 3}0.058{col 60}{space 4}-4.687697{col 73}{space 3} .0785994
{txt}{space 15}14  {c |}{col 20}{res}{space 2} -.633488{col 32}{space 2} .3819817{col 43}{space 1}   -1.66{col 52}{space 3}0.097{col 60}{space 4}-1.382158{col 73}{space 3} .1151824
{txt}{space 15}15  {c |}{col 20}{res}{space 2}-1.892291{col 32}{space 2} .3753961{col 43}{space 1}   -5.04{col 52}{space 3}0.000{col 60}{space 4}-2.628054{col 73}{space 3}-1.156528
{txt}{space 15}16  {c |}{col 20}{res}{space 2}-.8350223{col 32}{space 2}  .258286{col 43}{space 1}   -3.23{col 52}{space 3}0.001{col 60}{space 4}-1.341253{col 73}{space 3} -.328791
{txt}{space 15}17  {c |}{col 20}{res}{space 2}-1.186545{col 32}{space 2} .3991853{col 43}{space 1}   -2.97{col 52}{space 3}0.003{col 60}{space 4}-1.968934{col 73}{space 3}-.4041567
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.7380314{col 32}{space 2} .6623708{col 43}{space 1}   -1.11{col 52}{space 3}0.265{col 60}{space 4}-2.036254{col 73}{space 3} .5601915
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-3.393378{col 32}{space 2} .8934154{col 43}{space 1}   -3.80{col 52}{space 3}0.000{col 60}{space 4} -5.14444{col 73}{space 3}-1.642316
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-5.486201{col 32}{space 2} 1.405877{col 43}{space 1}   -3.90{col 52}{space 3}0.000{col 60}{space 4} -8.24167{col 73}{space 3}-2.730732
{txt}{space 15}21  {c |}{col 20}{res}{space 2} -4.72308{col 32}{space 2} 1.277534{col 43}{space 1}   -3.70{col 52}{space 3}0.000{col 60}{space 4}-7.227001{col 73}{space 3}-2.219158
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.046599{col 32}{space 2} 1.090938{col 43}{space 1}   -0.96{col 52}{space 3}0.337{col 60}{space 4}-3.184798{col 73}{space 3} 1.091599
{txt}{space 15}23  {c |}{col 20}{res}{space 2}-1.418515{col 32}{space 2} 1.003122{col 43}{space 1}   -1.41{col 52}{space 3}0.157{col 60}{space 4}-3.384598{col 73}{space 3} .5475675
{txt}{space 15}24  {c |}{col 20}{res}{space 2} .4327243{col 32}{space 2} .5748002{col 43}{space 1}    0.75{col 52}{space 3}0.452{col 60}{space 4}-.6938634{col 73}{space 3} 1.559312
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-1.209911{col 32}{space 2} .4816653{col 43}{space 1}   -2.51{col 52}{space 3}0.012{col 60}{space 4}-2.153958{col 73}{space 3}-.2658645
{txt}{space 15}26  {c |}{col 20}{res}{space 2} -1.97775{col 32}{space 2} .5391746{col 43}{space 1}   -3.67{col 52}{space 3}0.000{col 60}{space 4}-3.034513{col 73}{space 3}-.9209871
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-2.404469{col 32}{space 2} .6310271{col 43}{space 1}   -3.81{col 52}{space 3}0.000{col 60}{space 4}-3.641259{col 73}{space 3}-1.167679
{txt}{space 15}28  {c |}{col 20}{res}{space 2}  1.46981{col 32}{space 2} .6259573{col 43}{space 1}    2.35{col 52}{space 3}0.019{col 60}{space 4} .2429566{col 73}{space 3} 2.696664
{txt}{space 15}29  {c |}{col 20}{res}{space 2}-2.643268{col 32}{space 2} .5985536{col 43}{space 1}   -4.42{col 52}{space 3}0.000{col 60}{space 4}-3.816412{col 73}{space 3}-1.470125
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-1.891838{col 32}{space 2} 1.369524{col 43}{space 1}   -1.38{col 52}{space 3}0.167{col 60}{space 4}-4.576056{col 73}{space 3} .7923796
{txt}{space 15}31  {c |}{col 20}{res}{space 2}-2.168915{col 32}{space 2} .7703798{col 43}{space 1}   -2.82{col 52}{space 3}0.005{col 60}{space 4}-3.678832{col 73}{space 3}-.6589983
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-6.529862{col 32}{space 2} 1.916187{col 43}{space 1}   -3.41{col 52}{space 3}0.001{col 60}{space 4}-10.28552{col 73}{space 3}-2.774204
{txt}{space 15}33  {c |}{col 20}{res}{space 2} -1.80092{col 32}{space 2} 1.038695{col 43}{space 1}   -1.73{col 52}{space 3}0.083{col 60}{space 4}-3.836726{col 73}{space 3}  .234885
{txt}{space 15}34  {c |}{col 20}{res}{space 2}-.5793946{col 32}{space 2}   .80355{col 43}{space 1}   -0.72{col 52}{space 3}0.471{col 60}{space 4}-2.154324{col 73}{space 3} .9955345
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-2.151512{col 32}{space 2} .9605106{col 43}{space 1}   -2.24{col 52}{space 3}0.025{col 60}{space 4}-4.034078{col 73}{space 3}-.2689461
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-2.066749{col 32}{space 2} .4726011{col 43}{space 1}   -4.37{col 52}{space 3}0.000{col 60}{space 4} -2.99303{col 73}{space 3}-1.140468
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-5.646265{col 32}{space 2} 1.292883{col 43}{space 1}   -4.37{col 52}{space 3}0.000{col 60}{space 4}-8.180268{col 73}{space 3}-3.112262
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-2.544505{col 32}{space 2} 1.264024{col 43}{space 1}   -2.01{col 52}{space 3}0.044{col 60}{space 4}-5.021947{col 73}{space 3}-.0670626
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-2.365386{col 32}{space 2} 1.298817{col 43}{space 1}   -1.82{col 52}{space 3}0.069{col 60}{space 4}-4.911021{col 73}{space 3} .1802486
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-.7542481{col 32}{space 2} .7978789{col 43}{space 1}   -0.95{col 52}{space 3}0.344{col 60}{space 4}-2.318062{col 73}{space 3} .8095657
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-1.395872{col 32}{space 2} .8234455{col 43}{space 1}   -1.70{col 52}{space 3}0.090{col 60}{space 4}-3.009796{col 73}{space 3} .2180512
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-1.282288{col 32}{space 2} .2985162{col 43}{space 1}   -4.30{col 52}{space 3}0.000{col 60}{space 4}-1.867369{col 73}{space 3}-.6972066
{txt}{space 15}43  {c |}{col 20}{res}{space 2} -.590672{col 32}{space 2} 1.033474{col 43}{space 1}   -0.57{col 52}{space 3}0.568{col 60}{space 4}-2.616245{col 73}{space 3} 1.434901
{txt}{space 15}44  {c |}{col 20}{res}{space 2}-1.108632{col 32}{space 2} .3950657{col 43}{space 1}   -2.81{col 52}{space 3}0.005{col 60}{space 4}-1.882947{col 73}{space 3}-.3343174
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-4.506205{col 32}{space 2}  .922402{col 43}{space 1}   -4.89{col 52}{space 3}0.000{col 60}{space 4} -6.31408{col 73}{space 3}-2.698331
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-2.981152{col 32}{space 2} .9304767{col 43}{space 1}   -3.20{col 52}{space 3}0.001{col 60}{space 4}-4.804853{col 73}{space 3}-1.157452
{txt}{space 15}47  {c |}{col 20}{res}{space 2}-.6040369{col 32}{space 2} 1.043702{col 43}{space 1}   -0.58{col 52}{space 3}0.563{col 60}{space 4}-2.649654{col 73}{space 3} 1.441581
{txt}{space 15}48  {c |}{col 20}{res}{space 2}-.6547562{col 32}{space 2} .4165332{col 43}{space 1}   -1.57{col 52}{space 3}0.116{col 60}{space 4}-1.471146{col 73}{space 3} .1616338
{txt}{space 15}49  {c |}{col 20}{res}{space 2}-2.571854{col 32}{space 2} .7927231{col 43}{space 1}   -3.24{col 52}{space 3}0.001{col 60}{space 4}-4.125563{col 73}{space 3}-1.018145
{txt}{space 15}50  {c |}{col 20}{res}{space 2}-.5067315{col 32}{space 2} .7238087{col 43}{space 1}   -0.70{col 52}{space 3}0.484{col 60}{space 4} -1.92537{col 73}{space 3} .9119074
{txt}{space 18} {c |}
{space 14}year {c |}
{space 13}2003  {c |}{col 20}{res}{space 2} .4635995{col 32}{space 2} .3141867{col 43}{space 1}    1.48{col 52}{space 3}0.140{col 60}{space 4}-.1521952{col 73}{space 3} 1.079394
{txt}{space 13}2004  {c |}{col 20}{res}{space 2} .4635133{col 32}{space 2} .4951987{col 43}{space 1}    0.94{col 52}{space 3}0.349{col 60}{space 4}-.5070583{col 73}{space 3} 1.434085
{txt}{space 13}2005  {c |}{col 20}{res}{space 2} .0606292{col 32}{space 2} .6607414{col 43}{space 1}    0.09{col 52}{space 3}0.927{col 60}{space 4}  -1.2344{col 73}{space 3} 1.355659
{txt}{space 13}2006  {c |}{col 20}{res}{space 2}-.0767015{col 32}{space 2} .7097392{col 43}{space 1}   -0.11{col 52}{space 3}0.914{col 60}{space 4}-1.467765{col 73}{space 3} 1.314362
{txt}{space 13}2007  {c |}{col 20}{res}{space 2} .1620875{col 32}{space 2} .7141385{col 43}{space 1}    0.23{col 52}{space 3}0.820{col 60}{space 4}-1.237598{col 73}{space 3} 1.561773
{txt}{space 13}2008  {c |}{col 20}{res}{space 2} .4477649{col 32}{space 2} .7162497{col 43}{space 1}    0.63{col 52}{space 3}0.532{col 60}{space 4}-.9560587{col 73}{space 3} 1.851589
{txt}{space 13}2009  {c |}{col 20}{res}{space 2} 1.626402{col 32}{space 2} .2490738{col 43}{space 1}    6.53{col 52}{space 3}0.000{col 60}{space 4} 1.138226{col 73}{space 3} 2.114577
{txt}{space 13}2010  {c |}{col 20}{res}{space 2} 1.931824{col 32}{space 2}  .254718{col 43}{space 1}    7.58{col 52}{space 3}0.000{col 60}{space 4} 1.432586{col 73}{space 3} 2.431062
{txt}{space 13}2011  {c |}{col 20}{res}{space 2} 1.812413{col 32}{space 2} .3338526{col 43}{space 1}    5.43{col 52}{space 3}0.000{col 60}{space 4} 1.158074{col 73}{space 3} 2.466752
{txt}{space 13}2012  {c |}{col 20}{res}{space 2} 1.429797{col 32}{space 2}  .367122{col 43}{space 1}    3.89{col 52}{space 3}0.000{col 60}{space 4} .7102514{col 73}{space 3} 2.149343
{txt}{space 13}2013  {c |}{col 20}{res}{space 2}  1.59194{col 32}{space 2} .3548143{col 43}{space 1}    4.49{col 52}{space 3}0.000{col 60}{space 4} .8965163{col 73}{space 3} 2.287363
{txt}{space 13}2014  {c |}{col 20}{res}{space 2} 1.055104{col 32}{space 2}   .43379{col 43}{space 1}    2.43{col 52}{space 3}0.015{col 60}{space 4} .2048912{col 73}{space 3} 1.905317
{txt}{space 13}2015  {c |}{col 20}{res}{space 2} .7356762{col 32}{space 2} .7362451{col 43}{space 1}    1.00{col 52}{space 3}0.318{col 60}{space 4}-.7073377{col 73}{space 3}  2.17869
{txt}{space 13}2016  {c |}{col 20}{res}{space 2}  .316813{col 32}{space 2} .7976332{col 43}{space 1}    0.40{col 52}{space 3}0.691{col 60}{space 4}-1.246519{col 73}{space 3} 1.880145
{txt}{space 13}2017  {c |}{col 20}{res}{space 2} .3570431{col 32}{space 2} .8076944{col 43}{space 1}    0.44{col 52}{space 3}0.658{col 60}{space 4}-1.226009{col 73}{space 3} 1.940095
{txt}{space 13}2018  {c |}{col 20}{res}{space 2}  .356807{col 32}{space 2} .8342286{col 43}{space 1}    0.43{col 52}{space 3}0.669{col 60}{space 4}-1.278251{col 73}{space 3} 1.991865
{txt}{space 13}2019  {c |}{col 20}{res}{space 2}-.0522725{col 32}{space 2} .9165506{col 43}{space 1}   -0.06{col 52}{space 3}0.955{col 60}{space 4}-1.848679{col 73}{space 3} 1.744134
{txt}{space 13}2020  {c |}{col 20}{res}{space 2} 2.353007{col 32}{space 2} .4177685{col 43}{space 1}    5.63{col 52}{space 3}0.000{col 60}{space 4} 1.534196{col 73}{space 3} 3.171818
{txt}{space 13}2021  {c |}{col 20}{res}{space 2} 1.569134{col 32}{space 2}  .668681{col 43}{space 1}    2.35{col 52}{space 3}0.019{col 60}{space 4} .2585431{col 73}{space 3} 2.879724
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-13.17638{col 32}{space 2} 10.07065{col 43}{space 1}   -1.31{col 52}{space 3}0.191{col 60}{space 4} -32.9145{col 73}{space 3} 6.561737
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       999{col 28}        .{col 39}-17598.72{col 50}    34{col 58} 35265.44{col 69} 35432.27
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. testparm i.year

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[sai_detamt_clmtreal]2003.year = 0{p_end}
{p 0 7}{space 1}{text:( 2)}{space 1} [sai_detamt_clmtreal]2004.year = 0{p_end}
{p 0 7}{space 1}{text:( 3)}{space 1} [sai_detamt_clmtreal]2005.year = 0{p_end}
{p 0 7}{space 1}{text:( 4)}{space 1} [sai_detamt_clmtreal]2006.year = 0{p_end}
{p 0 7}{space 1}{text:( 5)}{space 1} [sai_detamt_clmtreal]2007.year = 0{p_end}
{p 0 7}{space 1}{text:( 6)}{space 1} [sai_detamt_clmtreal]2008.year = 0{p_end}
{p 0 7}{space 1}{text:( 7)}{space 1} [sai_detamt_clmtreal]2009.year = 0{p_end}
{p 0 7}{space 1}{text:( 8)}{space 1} [sai_detamt_clmtreal]2010.year = 0{p_end}
{p 0 7}{space 1}{text:( 9)}{space 1} [sai_detamt_clmtreal]2011.year = 0{p_end}
{p 0 7}{space 1}{text:(10)}{space 1} [sai_detamt_clmtreal]2012.year = 0{p_end}
{p 0 7}{space 1}{text:(11)}{space 1} [sai_detamt_clmtreal]2013.year = 0{p_end}
{p 0 7}{space 1}{text:(12)}{space 1} [sai_detamt_clmtreal]2014.year = 0{p_end}
{p 0 7}{space 1}{text:(13)}{space 1} [sai_detamt_clmtreal]2015.year = 0{p_end}
{p 0 7}{space 1}{text:(14)}{space 1} [sai_detamt_clmtreal]2016.year = 0{p_end}
{p 0 7}{space 1}{text:(15)}{space 1} [sai_detamt_clmtreal]2017.year = 0{p_end}
{p 0 7}{space 1}{text:(16)}{space 1} [sai_detamt_clmtreal]2018.year = 0{p_end}
{p 0 7}{space 1}{text:(17)}{space 1} [sai_detamt_clmtreal]2019.year = 0{p_end}
{p 0 7}{space 1}{text:(18)}{space 1} [sai_detamt_clmtreal]2020.year = 0{p_end}
{p 0 7}{space 1}{text:(19)}{space 1} [sai_detamt_clmtreal]2021.year = 0{p_end}

{txt}{col 12}chi2( 19) ={res}26556.16
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. * 
. *
. 
. ** MD1 **
. 
. glm  sai_detamt_clmtreal i.gubapptauth_partisan_rescaled4  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size  ln_clmterror_est ln_employerappeals_ct  i.state_numident ,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-18481.378}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-18127.458}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-17804.101}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-17789.981}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-17789.242}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-17789.222}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-17789.222}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       999
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       989
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.82e+14
{txt}Deviance{col 18}={res}{col 20} 1.71427e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.73e+14
{txt}Pearson{col 18}={res}{col 20} 1.71427e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.73e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.63408
{txt}Log pseudolikelihood{col 22}= {res}-17789.22197{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.71e+17

{txt}{ralign 84:(Std. err. adjusted for {res:50} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
1.gubapptauth_pa~4 {c |}{col 20}{res}{space 2}-.6061425{col 32}{space 2} .2887929{col 43}{space 1}   -2.10{col 52}{space 3}0.036{col 60}{space 4}-1.172166{col 73}{space 3}-.0401187
{txt}{space 6}electionyear {c |}{col 20}{res}{space 2} -.025511{col 32}{space 2} .1354875{col 43}{space 1}   -0.19{col 52}{space 3}0.851{col 60}{space 4}-.2910615{col 73}{space 3} .2400396
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} .9240101{col 32}{space 2} .6430604{col 43}{space 1}    1.44{col 52}{space 3}0.151{col 60}{space 4}-.3363651{col 73}{space 3} 2.184385
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2} -.063887{col 32}{space 2} .0192111{col 43}{space 1}   -3.33{col 52}{space 3}0.001{col 60}{space 4}  -.10154{col 73}{space 3}-.0262339
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2} .1641658{col 32}{space 2} .0401807{col 43}{space 1}    4.09{col 52}{space 3}0.000{col 60}{space 4} .0854131{col 73}{space 3} .2429185
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 2.888699{col 32}{space 2} .3125278{col 43}{space 1}    9.24{col 52}{space 3}0.000{col 60}{space 4} 2.276155{col 73}{space 3} 3.501242
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2} .0767013{col 32}{space 2} .4843596{col 43}{space 1}    0.16{col 52}{space 3}0.874{col 60}{space 4}-.8726261{col 73}{space 3} 1.026029
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2}-.0611798{col 32}{space 2} .1780448{col 43}{space 1}   -0.34{col 52}{space 3}0.731{col 60}{space 4}-.4101412{col 73}{space 3} .2877816
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-.9682992{col 32}{space 2}  .203433{col 43}{space 1}   -4.76{col 52}{space 3}0.000{col 60}{space 4}-1.367021{col 73}{space 3}-.5695779
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}2  {c |}{col 20}{res}{space 2}-2.687779{col 32}{space 2} .7053826{col 43}{space 1}   -3.81{col 52}{space 3}0.000{col 60}{space 4}-4.070303{col 73}{space 3}-1.305254
{txt}{space 16}3  {c |}{col 20}{res}{space 2}-.3876216{col 32}{space 2} .3456212{col 43}{space 1}   -1.12{col 52}{space 3}0.262{col 60}{space 4}-1.065027{col 73}{space 3} .2897835
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.6923509{col 32}{space 2} .6819544{col 43}{space 1}   -1.02{col 52}{space 3}0.310{col 60}{space 4}-2.028957{col 73}{space 3} .6442552
{txt}{space 16}5  {c |}{col 20}{res}{space 2}  -8.5443{col 32}{space 2} 2.735151{col 43}{space 1}   -3.12{col 52}{space 3}0.002{col 60}{space 4} -13.9051{col 73}{space 3}-3.183503
{txt}{space 16}6  {c |}{col 20}{res}{space 2}-.0551071{col 32}{space 2}  1.11269{col 43}{space 1}   -0.05{col 52}{space 3}0.961{col 60}{space 4}-2.235939{col 73}{space 3} 2.125725
{txt}{space 16}7  {c |}{col 20}{res}{space 2} -2.92625{col 32}{space 2} 2.060554{col 43}{space 1}   -1.42{col 52}{space 3}0.156{col 60}{space 4}-6.964861{col 73}{space 3} 1.112361
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-.6053602{col 32}{space 2} 1.641115{col 43}{space 1}   -0.37{col 52}{space 3}0.712{col 60}{space 4}-3.821887{col 73}{space 3} 2.611166
{txt}{space 16}9  {c |}{col 20}{res}{space 2} .9193809{col 32}{space 2} .5360488{col 43}{space 1}    1.72{col 52}{space 3}0.086{col 60}{space 4}-.1312555{col 73}{space 3} 1.970017
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-2.947964{col 32}{space 2} .4986353{col 43}{space 1}   -5.91{col 52}{space 3}0.000{col 60}{space 4}-3.925271{col 73}{space 3}-1.970656
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-2.193328{col 32}{space 2} 1.225095{col 43}{space 1}   -1.79{col 52}{space 3}0.073{col 60}{space 4}-4.594469{col 73}{space 3} .2078142
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.3890443{col 32}{space 2} .5958861{col 43}{space 1}   -0.65{col 52}{space 3}0.514{col 60}{space 4} -1.55696{col 73}{space 3} .7788711
{txt}{space 15}13  {c |}{col 20}{res}{space 2}-1.334849{col 32}{space 2} 1.509147{col 43}{space 1}   -0.88{col 52}{space 3}0.376{col 60}{space 4}-4.292722{col 73}{space 3} 1.623024
{txt}{space 15}14  {c |}{col 20}{res}{space 2} .9060451{col 32}{space 2} .9817796{col 43}{space 1}    0.92{col 52}{space 3}0.356{col 60}{space 4}-1.018208{col 73}{space 3} 2.830298
{txt}{space 15}15  {c |}{col 20}{res}{space 2} .5758484{col 32}{space 2} .8576816{col 43}{space 1}    0.67{col 52}{space 3}0.502{col 60}{space 4}-1.105177{col 73}{space 3} 2.256873
{txt}{space 15}16  {c |}{col 20}{res}{space 2} .7245152{col 32}{space 2} .8913374{col 43}{space 1}    0.81{col 52}{space 3}0.416{col 60}{space 4}-1.022474{col 73}{space 3} 2.471504
{txt}{space 15}17  {c |}{col 20}{res}{space 2}-1.631619{col 32}{space 2} .5406411{col 43}{space 1}   -3.02{col 52}{space 3}0.003{col 60}{space 4}-2.691256{col 73}{space 3} -.571982
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.4548355{col 32}{space 2}  .346767{col 43}{space 1}   -1.31{col 52}{space 3}0.190{col 60}{space 4}-1.134486{col 73}{space 3} .2248153
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-.7313991{col 32}{space 2}  1.80999{col 43}{space 1}   -0.40{col 52}{space 3}0.686{col 60}{space 4}-4.278914{col 73}{space 3} 2.816116
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-5.762262{col 32}{space 2} 2.811846{col 43}{space 1}   -2.05{col 52}{space 3}0.040{col 60}{space 4}-11.27338{col 73}{space 3}-.2511456
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-3.712743{col 32}{space 2} 2.114163{col 43}{space 1}   -1.76{col 52}{space 3}0.079{col 60}{space 4}-7.856427{col 73}{space 3} .4309413
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.023199{col 32}{space 2} 1.089678{col 43}{space 1}   -0.94{col 52}{space 3}0.348{col 60}{space 4}-3.158928{col 73}{space 3}  1.11253
{txt}{space 15}23  {c |}{col 20}{res}{space 2}  .855928{col 32}{space 2} 1.600135{col 43}{space 1}    0.53{col 52}{space 3}0.593{col 60}{space 4}-2.280279{col 73}{space 3} 3.992136
{txt}{space 15}24  {c |}{col 20}{res}{space 2}-.4207183{col 32}{space 2} .3132826{col 43}{space 1}   -1.34{col 52}{space 3}0.179{col 60}{space 4}-1.034741{col 73}{space 3} .1933042
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-.8329173{col 32}{space 2} .9575358{col 43}{space 1}   -0.87{col 52}{space 3}0.384{col 60}{space 4}-2.709653{col 73}{space 3} 1.043818
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-1.215773{col 32}{space 2} 1.043558{col 43}{space 1}   -1.17{col 52}{space 3}0.244{col 60}{space 4}-3.261109{col 73}{space 3} .8295631
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-.1490404{col 32}{space 2} 1.378761{col 43}{space 1}   -0.11{col 52}{space 3}0.914{col 60}{space 4}-2.851362{col 73}{space 3} 2.553282
{txt}{space 15}28  {c |}{col 20}{res}{space 2} 1.093359{col 32}{space 2} .6332249{col 43}{space 1}    1.73{col 52}{space 3}0.084{col 60}{space 4}-.1477394{col 73}{space 3} 2.334457
{txt}{space 15}29  {c |}{col 20}{res}{space 2} -1.54504{col 32}{space 2}  .874043{col 43}{space 1}   -1.77{col 52}{space 3}0.077{col 60}{space 4}-3.258132{col 73}{space 3} .1680532
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-.8204166{col 32}{space 2} 2.084464{col 43}{space 1}   -0.39{col 52}{space 3}0.694{col 60}{space 4}-4.905891{col 73}{space 3} 3.265058
{txt}{space 15}31  {c |}{col 20}{res}{space 2}-.5585951{col 32}{space 2} 1.711681{col 43}{space 1}   -0.33{col 52}{space 3}0.744{col 60}{space 4}-3.913428{col 73}{space 3} 2.796238
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-6.097804{col 32}{space 2} 2.716077{col 43}{space 1}   -2.25{col 52}{space 3}0.025{col 60}{space 4}-11.42122{col 73}{space 3}-.7743902
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-1.118076{col 32}{space 2} 1.050089{col 43}{space 1}   -1.06{col 52}{space 3}0.287{col 60}{space 4}-3.176212{col 73}{space 3} .9400605
{txt}{space 15}34  {c |}{col 20}{res}{space 2} 1.134809{col 32}{space 2} .5719716{col 43}{space 1}    1.98{col 52}{space 3}0.047{col 60}{space 4} .0137656{col 73}{space 3} 2.255853
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-1.679217{col 32}{space 2} 1.243084{col 43}{space 1}   -1.35{col 52}{space 3}0.177{col 60}{space 4}-4.115618{col 73}{space 3} .7571831
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-1.699738{col 32}{space 2} .3913112{col 43}{space 1}   -4.34{col 52}{space 3}0.000{col 60}{space 4}-2.466694{col 73}{space 3}-.9327823
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-4.672387{col 32}{space 2}  2.21417{col 43}{space 1}   -2.11{col 52}{space 3}0.035{col 60}{space 4}-9.012081{col 73}{space 3} -.332693
{txt}{space 15}38  {c |}{col 20}{res}{space 2}   -1.159{col 32}{space 2} 1.441837{col 43}{space 1}   -0.80{col 52}{space 3}0.421{col 60}{space 4}-3.984949{col 73}{space 3} 1.666949
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-.4276232{col 32}{space 2} 1.761225{col 43}{space 1}   -0.24{col 52}{space 3}0.808{col 60}{space 4}-3.879562{col 73}{space 3} 3.024315
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-1.380528{col 32}{space 2} .2674055{col 43}{space 1}   -5.16{col 52}{space 3}0.000{col 60}{space 4}-1.904633{col 73}{space 3}-.8564229
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-.5706846{col 32}{space 2} .5790694{col 43}{space 1}   -0.99{col 52}{space 3}0.324{col 60}{space 4} -1.70564{col 73}{space 3} .5642706
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-.5914799{col 32}{space 2}  .665364{col 43}{space 1}   -0.89{col 52}{space 3}0.374{col 60}{space 4}-1.895569{col 73}{space 3} .7126096
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.4003229{col 32}{space 2} .6978272{col 43}{space 1}   -0.57{col 52}{space 3}0.566{col 60}{space 4}-1.768039{col 73}{space 3} .9673933
{txt}{space 15}44  {c |}{col 20}{res}{space 2} .0122241{col 32}{space 2} .5364233{col 43}{space 1}    0.02{col 52}{space 3}0.982{col 60}{space 4}-1.039146{col 73}{space 3} 1.063594
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-2.171329{col 32}{space 2} 2.619978{col 43}{space 1}   -0.83{col 52}{space 3}0.407{col 60}{space 4}-7.306391{col 73}{space 3} 2.963734
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-1.639163{col 32}{space 2} 1.391266{col 43}{space 1}   -1.18{col 52}{space 3}0.239{col 60}{space 4}-4.365995{col 73}{space 3} 1.087668
{txt}{space 15}47  {c |}{col 20}{res}{space 2} .4273515{col 32}{space 2} 1.346944{col 43}{space 1}    0.32{col 52}{space 3}0.751{col 60}{space 4} -2.21261{col 73}{space 3} 3.067313
{txt}{space 15}48  {c |}{col 20}{res}{space 2} .1748535{col 32}{space 2} .7377773{col 43}{space 1}    0.24{col 52}{space 3}0.813{col 60}{space 4}-1.271163{col 73}{space 3}  1.62087
{txt}{space 15}49  {c |}{col 20}{res}{space 2}  -1.6085{col 32}{space 2} .8197903{col 43}{space 1}   -1.96{col 52}{space 3}0.050{col 60}{space 4} -3.21526{col 73}{space 3}-.0017405
{txt}{space 15}50  {c |}{col 20}{res}{space 2} .4028205{col 32}{space 2} .6770245{col 43}{space 1}    0.59{col 52}{space 3}0.552{col 60}{space 4}-.9241232{col 73}{space 3} 1.729764
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-24.68802{col 32}{space 2} 4.286373{col 43}{space 1}   -5.76{col 52}{space 3}0.000{col 60}{space 4}-33.08915{col 73}{space 3}-16.28688
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       999{col 28}        .{col 39}-17789.22{col 50}    10{col 58} 35598.44{col 69} 35647.51
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. * -2*(LL: M1-DM1) Test * 
. display -2*(-17598.72  - -17789.22)
{res}-381
{txt}
{com}. 
. *
. *
. * AIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS 
. display 35265.44  - 35598.44
{res}-333
{txt}
{com}. * 
. 
. * BIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS 
. display  35432.27 - 35647.51
{res}-215.24
{txt}
{com}. *
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. ** M2* **
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. glm sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled4  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size  ln_clmterror_est ln_employerappeals_ct  i.state_numident i.year  if nonpartisan_gubapprove!=1,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-17310.522}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-17007.493}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-16796.852}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-16792.732}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-16792.669}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-16792.668}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       952
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       918
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.33e+14
{txt}Deviance{col 18}={res}{col 20} 1.16819e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.27e+14
{txt}Pearson{col 18}={res}{col 20} 1.16819e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.27e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.35014
{txt}Log pseudolikelihood{col 22}= {res}-16792.66786{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.17e+17

{txt}{ralign 84:(Std. err. adjusted for {res:48} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
1.gubapptauth_pa~4 {c |}{col 20}{res}{space 2} .1246635{col 32}{space 2} .0891253{col 43}{space 1}    1.40{col 52}{space 3}0.162{col 60}{space 4} -.050019{col 73}{space 3} .2993459
{txt}{space 6}electionyear {c |}{col 20}{res}{space 2} .1381591{col 32}{space 2} .1299771{col 43}{space 1}    1.06{col 52}{space 3}0.288{col 60}{space 4}-.1165914{col 73}{space 3} .3929097
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} 1.107421{col 32}{space 2} .2801745{col 43}{space 1}    3.95{col 52}{space 3}0.000{col 60}{space 4} .5582893{col 73}{space 3} 1.656553
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0398877{col 32}{space 2} .0358285{col 43}{space 1}   -1.11{col 52}{space 3}0.266{col 60}{space 4}-.1101103{col 73}{space 3}  .030335
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2}-.1506697{col 32}{space 2} .0303619{col 43}{space 1}   -4.96{col 52}{space 3}0.000{col 60}{space 4}-.2101779{col 73}{space 3}-.0911614
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 1.917108{col 32}{space 2} .7872663{col 43}{space 1}    2.44{col 52}{space 3}0.015{col 60}{space 4} .3740939{col 73}{space 3} 3.460121
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2}-.2906054{col 32}{space 2} .5114382{col 43}{space 1}   -0.57{col 52}{space 3}0.570{col 60}{space 4}-1.293006{col 73}{space 3}  .711795
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2} .2072112{col 32}{space 2} .1343939{col 43}{space 1}    1.54{col 52}{space 3}0.123{col 60}{space 4} -.056196{col 73}{space 3} .4706184
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-.2012916{col 32}{space 2} .1912529{col 43}{space 1}   -1.05{col 52}{space 3}0.293{col 60}{space 4}-.5761403{col 73}{space 3} .1735571
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}3  {c |}{col 20}{res}{space 2}-.8303486{col 32}{space 2}  .334832{col 43}{space 1}   -2.48{col 52}{space 3}0.013{col 60}{space 4}-1.486607{col 73}{space 3}  -.17409
{txt}{space 16}4  {c |}{col 20}{res}{space 2} -1.43817{col 32}{space 2} .5353403{col 43}{space 1}   -2.69{col 52}{space 3}0.007{col 60}{space 4}-2.487418{col 73}{space 3}-.3889224
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-7.712549{col 32}{space 2} 2.251864{col 43}{space 1}   -3.42{col 52}{space 3}0.001{col 60}{space 4}-12.12612{col 73}{space 3}-3.298976
{txt}{space 16}6  {c |}{col 20}{res}{space 2}-1.852282{col 32}{space 2}  .620686{col 43}{space 1}   -2.98{col 52}{space 3}0.003{col 60}{space 4}-3.068804{col 73}{space 3}-.6357594
{txt}{space 16}7  {c |}{col 20}{res}{space 2}  -5.5132{col 32}{space 2} 1.497913{col 43}{space 1}   -3.68{col 52}{space 3}0.000{col 60}{space 4}-8.449056{col 73}{space 3}-2.577343
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-2.353632{col 32}{space 2} .7619537{col 43}{space 1}   -3.09{col 52}{space 3}0.002{col 60}{space 4}-3.847034{col 73}{space 3}-.8602301
{txt}{space 16}9  {c |}{col 20}{res}{space 2}-.0016404{col 32}{space 2} .6369876{col 43}{space 1}   -0.00{col 52}{space 3}0.998{col 60}{space 4}-1.250113{col 73}{space 3} 1.246832
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-1.827185{col 32}{space 2} .7184028{col 43}{space 1}   -2.54{col 52}{space 3}0.011{col 60}{space 4}-3.235229{col 73}{space 3}-.4191414
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-2.754665{col 32}{space 2} .7857993{col 43}{space 1}   -3.51{col 52}{space 3}0.000{col 60}{space 4}-4.294803{col 73}{space 3}-1.214527
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.8690977{col 32}{space 2}  .397774{col 43}{space 1}   -2.18{col 52}{space 3}0.029{col 60}{space 4} -1.64872{col 73}{space 3} -.089475
{txt}{space 15}13  {c |}{col 20}{res}{space 2} -2.31023{col 32}{space 2} 1.219986{col 43}{space 1}   -1.89{col 52}{space 3}0.058{col 60}{space 4}-4.701359{col 73}{space 3} .0808994
{txt}{space 15}14  {c |}{col 20}{res}{space 2}-.6408119{col 32}{space 2} .3843669{col 43}{space 1}   -1.67{col 52}{space 3}0.095{col 60}{space 4}-1.394157{col 73}{space 3} .1125334
{txt}{space 15}15  {c |}{col 20}{res}{space 2}-1.901847{col 32}{space 2} .3768596{col 43}{space 1}   -5.05{col 52}{space 3}0.000{col 60}{space 4}-2.640478{col 73}{space 3}-1.163216
{txt}{space 15}16  {c |}{col 20}{res}{space 2} -.843073{col 32}{space 2} .2588413{col 43}{space 1}   -3.26{col 52}{space 3}0.001{col 60}{space 4}-1.350393{col 73}{space 3}-.3357533
{txt}{space 15}18  {c |}{col 20}{res}{space 2} -.743381{col 32}{space 2} .6618727{col 43}{space 1}   -1.12{col 52}{space 3}0.261{col 60}{space 4}-2.040628{col 73}{space 3} .5538657
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-3.402344{col 32}{space 2} .8943552{col 43}{space 1}   -3.80{col 52}{space 3}0.000{col 60}{space 4}-5.155248{col 73}{space 3} -1.64944
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-5.497324{col 32}{space 2} 1.406598{col 43}{space 1}   -3.91{col 52}{space 3}0.000{col 60}{space 4}-8.254206{col 73}{space 3}-2.740442
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-4.761552{col 32}{space 2} 1.278243{col 43}{space 1}   -3.73{col 52}{space 3}0.000{col 60}{space 4}-7.266864{col 73}{space 3}-2.256241
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.047454{col 32}{space 2} 1.095259{col 43}{space 1}   -0.96{col 52}{space 3}0.339{col 60}{space 4}-3.194122{col 73}{space 3} 1.099214
{txt}{space 15}23  {c |}{col 20}{res}{space 2}-1.427598{col 32}{space 2}   1.0085{col 43}{space 1}   -1.42{col 52}{space 3}0.157{col 60}{space 4}-3.404222{col 73}{space 3} .5490258
{txt}{space 15}24  {c |}{col 20}{res}{space 2} .4310772{col 32}{space 2} .5741212{col 43}{space 1}    0.75{col 52}{space 3}0.453{col 60}{space 4}-.6941797{col 73}{space 3} 1.556334
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-1.216051{col 32}{space 2} .4854361{col 43}{space 1}   -2.51{col 52}{space 3}0.012{col 60}{space 4}-2.167488{col 73}{space 3}-.2646136
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-1.981966{col 32}{space 2} .5419187{col 43}{space 1}   -3.66{col 52}{space 3}0.000{col 60}{space 4}-3.044107{col 73}{space 3}-.9198243
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-2.415518{col 32}{space 2} .6265042{col 43}{space 1}   -3.86{col 52}{space 3}0.000{col 60}{space 4}-3.643443{col 73}{space 3}-1.187592
{txt}{space 15}28  {c |}{col 20}{res}{space 2} 1.469692{col 32}{space 2} .6327343{col 43}{space 1}    2.32{col 52}{space 3}0.020{col 60}{space 4}  .229556{col 73}{space 3} 2.709829
{txt}{space 15}29  {c |}{col 20}{res}{space 2}-2.646455{col 32}{space 2} .6024192{col 43}{space 1}   -4.39{col 52}{space 3}0.000{col 60}{space 4}-3.827174{col 73}{space 3}-1.465735
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-1.896972{col 32}{space 2} 1.374439{col 43}{space 1}   -1.38{col 52}{space 3}0.168{col 60}{space 4}-4.590823{col 73}{space 3} .7968793
{txt}{space 15}31  {c |}{col 20}{res}{space 2}    -2.18{col 32}{space 2} .7685996{col 43}{space 1}   -2.84{col 52}{space 3}0.005{col 60}{space 4}-3.686428{col 73}{space 3}-.6735727
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-6.536551{col 32}{space 2} 1.920761{col 43}{space 1}   -3.40{col 52}{space 3}0.001{col 60}{space 4}-10.30117{col 73}{space 3}-2.771929
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-1.811221{col 32}{space 2} 1.038409{col 43}{space 1}   -1.74{col 52}{space 3}0.081{col 60}{space 4}-3.846464{col 73}{space 3} .2240228
{txt}{space 15}34  {c |}{col 20}{res}{space 2}-.5866146{col 32}{space 2} .8007275{col 43}{space 1}   -0.73{col 52}{space 3}0.464{col 60}{space 4}-2.156012{col 73}{space 3} .9827824
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-2.156562{col 32}{space 2} .9642463{col 43}{space 1}   -2.24{col 52}{space 3}0.025{col 60}{space 4} -4.04645{col 73}{space 3}-.2666742
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-2.065641{col 32}{space 2}  .472615{col 43}{space 1}   -4.37{col 52}{space 3}0.000{col 60}{space 4} -2.99195{col 73}{space 3}-1.139333
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-5.653502{col 32}{space 2} 1.295812{col 43}{space 1}   -4.36{col 52}{space 3}0.000{col 60}{space 4}-8.193246{col 73}{space 3}-3.113757
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-2.550466{col 32}{space 2} 1.267915{col 43}{space 1}   -2.01{col 52}{space 3}0.044{col 60}{space 4}-5.035534{col 73}{space 3} -.065398
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-2.505705{col 32}{space 2} 1.283879{col 43}{space 1}   -1.95{col 52}{space 3}0.051{col 60}{space 4}-5.022062{col 73}{space 3} .0106508
{txt}{space 15}40  {c |}{col 20}{res}{space 2} -.761889{col 32}{space 2} .7980829{col 43}{space 1}   -0.95{col 52}{space 3}0.340{col 60}{space 4}-2.326103{col 73}{space 3} .8023247
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-1.401587{col 32}{space 2} .8202389{col 43}{space 1}   -1.71{col 52}{space 3}0.087{col 60}{space 4}-3.009225{col 73}{space 3} .2060522
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-1.290039{col 32}{space 2} .2987845{col 43}{space 1}   -4.32{col 52}{space 3}0.000{col 60}{space 4}-1.875646{col 73}{space 3}-.7044321
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.5913385{col 32}{space 2}  1.03477{col 43}{space 1}   -0.57{col 52}{space 3}0.568{col 60}{space 4} -2.61945{col 73}{space 3} 1.436773
{txt}{space 15}44  {c |}{col 20}{res}{space 2} -1.11635{col 32}{space 2}  .393213{col 43}{space 1}   -2.84{col 52}{space 3}0.005{col 60}{space 4}-1.887033{col 73}{space 3}-.3456667
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-4.516451{col 32}{space 2}  .921028{col 43}{space 1}   -4.90{col 52}{space 3}0.000{col 60}{space 4}-6.321633{col 73}{space 3}-2.711269
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-2.994572{col 32}{space 2} .9308159{col 43}{space 1}   -3.22{col 52}{space 3}0.001{col 60}{space 4}-4.818938{col 73}{space 3}-1.170206
{txt}{space 15}47  {c |}{col 20}{res}{space 2}-.6091609{col 32}{space 2} 1.047468{col 43}{space 1}   -0.58{col 52}{space 3}0.561{col 60}{space 4}-2.662161{col 73}{space 3} 1.443839
{txt}{space 15}48  {c |}{col 20}{res}{space 2}-.6584972{col 32}{space 2} .4197981{col 43}{space 1}   -1.57{col 52}{space 3}0.117{col 60}{space 4}-1.481286{col 73}{space 3} .1642918
{txt}{space 15}49  {c |}{col 20}{res}{space 2} -2.58078{col 32}{space 2} .7952203{col 43}{space 1}   -3.25{col 52}{space 3}0.001{col 60}{space 4}-4.139383{col 73}{space 3}-1.022177
{txt}{space 15}50  {c |}{col 20}{res}{space 2}-.5125921{col 32}{space 2} .7206457{col 43}{space 1}   -0.71{col 52}{space 3}0.477{col 60}{space 4}-1.925032{col 73}{space 3} .8998475
{txt}{space 18} {c |}
{space 14}year {c |}
{space 13}2003  {c |}{col 20}{res}{space 2} .4677146{col 32}{space 2} .3245231{col 43}{space 1}    1.44{col 52}{space 3}0.150{col 60}{space 4} -.168339{col 73}{space 3} 1.103768
{txt}{space 13}2004  {c |}{col 20}{res}{space 2} .4676725{col 32}{space 2} .5068506{col 43}{space 1}    0.92{col 52}{space 3}0.356{col 60}{space 4}-.5257364{col 73}{space 3} 1.461081
{txt}{space 13}2005  {c |}{col 20}{res}{space 2} .0631572{col 32}{space 2} .6723382{col 43}{space 1}    0.09{col 52}{space 3}0.925{col 60}{space 4}-1.254602{col 73}{space 3} 1.380916
{txt}{space 13}2006  {c |}{col 20}{res}{space 2}-.0738058{col 32}{space 2} .7204289{col 43}{space 1}   -0.10{col 52}{space 3}0.918{col 60}{space 4} -1.48582{col 73}{space 3} 1.338209
{txt}{space 13}2007  {c |}{col 20}{res}{space 2} .1656569{col 32}{space 2} .7248019{col 43}{space 1}    0.23{col 52}{space 3}0.819{col 60}{space 4}-1.254929{col 73}{space 3} 1.586242
{txt}{space 13}2008  {c |}{col 20}{res}{space 2} .4516375{col 32}{space 2} .7274864{col 43}{space 1}    0.62{col 52}{space 3}0.535{col 60}{space 4}-.9742096{col 73}{space 3} 1.877485
{txt}{space 13}2009  {c |}{col 20}{res}{space 2}   1.6343{col 32}{space 2} .2586316{col 43}{space 1}    6.32{col 52}{space 3}0.000{col 60}{space 4} 1.127391{col 73}{space 3} 2.141209
{txt}{space 13}2010  {c |}{col 20}{res}{space 2} 1.940346{col 32}{space 2} .2634171{col 43}{space 1}    7.37{col 52}{space 3}0.000{col 60}{space 4} 1.424058{col 73}{space 3} 2.456635
{txt}{space 13}2011  {c |}{col 20}{res}{space 2} 1.821543{col 32}{space 2} .3446816{col 43}{space 1}    5.28{col 52}{space 3}0.000{col 60}{space 4} 1.145979{col 73}{space 3} 2.497106
{txt}{space 13}2012  {c |}{col 20}{res}{space 2} 1.436586{col 32}{space 2} .3753999{col 43}{space 1}    3.83{col 52}{space 3}0.000{col 60}{space 4} .7008159{col 73}{space 3} 2.172356
{txt}{space 13}2013  {c |}{col 20}{res}{space 2} 1.598844{col 32}{space 2} .3632775{col 43}{space 1}    4.40{col 52}{space 3}0.000{col 60}{space 4} .8868329{col 73}{space 3} 2.310855
{txt}{space 13}2014  {c |}{col 20}{res}{space 2} 1.059912{col 32}{space 2} .4424769{col 43}{space 1}    2.40{col 52}{space 3}0.017{col 60}{space 4} .1926732{col 73}{space 3} 1.927151
{txt}{space 13}2015  {c |}{col 20}{res}{space 2} .7399076{col 32}{space 2} .7472424{col 43}{space 1}    0.99{col 52}{space 3}0.322{col 60}{space 4}-.7246606{col 73}{space 3} 2.204476
{txt}{space 13}2016  {c |}{col 20}{res}{space 2}  .319556{col 32}{space 2} .8105277{col 43}{space 1}    0.39{col 52}{space 3}0.693{col 60}{space 4}-1.269049{col 73}{space 3} 1.908161
{txt}{space 13}2017  {c |}{col 20}{res}{space 2} .3585726{col 32}{space 2}  .821013{col 43}{space 1}    0.44{col 52}{space 3}0.662{col 60}{space 4}-1.250583{col 73}{space 3} 1.967728
{txt}{space 13}2018  {c |}{col 20}{res}{space 2} .3583025{col 32}{space 2} .8475104{col 43}{space 1}    0.42{col 52}{space 3}0.672{col 60}{space 4}-1.302787{col 73}{space 3} 2.019392
{txt}{space 13}2019  {c |}{col 20}{res}{space 2} -.051653{col 32}{space 2} .9292668{col 43}{space 1}   -0.06{col 52}{space 3}0.956{col 60}{space 4}-1.872982{col 73}{space 3} 1.769677
{txt}{space 13}2020  {c |}{col 20}{res}{space 2} 2.361643{col 32}{space 2}  .425745{col 43}{space 1}    5.55{col 52}{space 3}0.000{col 60}{space 4} 1.527198{col 73}{space 3} 3.196088
{txt}{space 13}2021  {c |}{col 20}{res}{space 2} 1.573484{col 32}{space 2} .6795318{col 43}{space 1}    2.32{col 52}{space 3}0.021{col 60}{space 4} .2416258{col 73}{space 3} 2.905341
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-13.20256{col 32}{space 2} 10.07029{col 43}{space 1}   -1.31{col 52}{space 3}0.190{col 60}{space 4}-32.93997{col 73}{space 3} 6.534849
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. 
. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       952{col 28}        .{col 39}-16792.67{col 50}    34{col 58} 33653.34{col 69} 33818.53
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. testparm i.year

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[sai_detamt_clmtreal]2003.year = 0{p_end}
{p 0 7}{space 1}{text:( 2)}{space 1} [sai_detamt_clmtreal]2004.year = 0{p_end}
{p 0 7}{space 1}{text:( 3)}{space 1} [sai_detamt_clmtreal]2005.year = 0{p_end}
{p 0 7}{space 1}{text:( 4)}{space 1} [sai_detamt_clmtreal]2006.year = 0{p_end}
{p 0 7}{space 1}{text:( 5)}{space 1} [sai_detamt_clmtreal]2007.year = 0{p_end}
{p 0 7}{space 1}{text:( 6)}{space 1} [sai_detamt_clmtreal]2008.year = 0{p_end}
{p 0 7}{space 1}{text:( 7)}{space 1} [sai_detamt_clmtreal]2009.year = 0{p_end}
{p 0 7}{space 1}{text:( 8)}{space 1} [sai_detamt_clmtreal]2010.year = 0{p_end}
{p 0 7}{space 1}{text:( 9)}{space 1} [sai_detamt_clmtreal]2011.year = 0{p_end}
{p 0 7}{space 1}{text:(10)}{space 1} [sai_detamt_clmtreal]2012.year = 0{p_end}
{p 0 7}{space 1}{text:(11)}{space 1} [sai_detamt_clmtreal]2013.year = 0{p_end}
{p 0 7}{space 1}{text:(12)}{space 1} [sai_detamt_clmtreal]2014.year = 0{p_end}
{p 0 7}{space 1}{text:(13)}{space 1} [sai_detamt_clmtreal]2015.year = 0{p_end}
{p 0 7}{space 1}{text:(14)}{space 1} [sai_detamt_clmtreal]2016.year = 0{p_end}
{p 0 7}{space 1}{text:(15)}{space 1} [sai_detamt_clmtreal]2017.year = 0{p_end}
{p 0 7}{space 1}{text:(16)}{space 1} [sai_detamt_clmtreal]2018.year = 0{p_end}
{p 0 7}{space 1}{text:(17)}{space 1} [sai_detamt_clmtreal]2019.year = 0{p_end}
{p 0 7}{space 1}{text:(18)}{space 1} [sai_detamt_clmtreal]2020.year = 0{p_end}
{p 0 7}{space 1}{text:(19)}{space 1} [sai_detamt_clmtreal]2021.year = 0{p_end}

{txt}{col 12}chi2( 19) ={res}25876.74
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. * 
. *
. 
. 
. ** MD2 **
. 
. glm  sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled4  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size  ln_clmterror_est ln_employerappeals_ct  i.state_numident  if nonpartisan_gubapprove!=1,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-17629.154}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-17293.245}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-16988.527}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-16974.911}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-16974.195}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-16974.176}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-16974.175}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       952
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       942
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.91e+14
{txt}Deviance{col 18}={res}{col 20} 1.71048e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.82e+14
{txt}Pearson{col 18}={res}{col 20} 1.71048e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.82e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.68104
{txt}Log pseudolikelihood{col 22}= {res}-16974.17546{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.71e+17

{txt}{ralign 84:(Std. err. adjusted for {res:48} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
1.gubapptauth_pa~4 {c |}{col 20}{res}{space 2}-.6783213{col 32}{space 2} .3029139{col 43}{space 1}   -2.24{col 52}{space 3}0.025{col 60}{space 4}-1.272022{col 73}{space 3}-.0846211
{txt}{space 6}electionyear {c |}{col 20}{res}{space 2}-.0227245{col 32}{space 2} .1350622{col 43}{space 1}   -0.17{col 52}{space 3}0.866{col 60}{space 4}-.2874416{col 73}{space 3} .2419925
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} .9237389{col 32}{space 2} .6419823{col 43}{space 1}    1.44{col 52}{space 3}0.150{col 60}{space 4}-.3345233{col 73}{space 3} 2.182001
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0630373{col 32}{space 2} .0197546{col 43}{space 1}   -3.19{col 52}{space 3}0.001{col 60}{space 4}-.1017555{col 73}{space 3} -.024319
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2}  .164685{col 32}{space 2} .0403605{col 43}{space 1}    4.08{col 52}{space 3}0.000{col 60}{space 4} .0855798{col 73}{space 3} .2437902
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 2.893463{col 32}{space 2} .3096592{col 43}{space 1}    9.34{col 52}{space 3}0.000{col 60}{space 4} 2.286542{col 73}{space 3} 3.500383
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2}  .075553{col 32}{space 2} .4830437{col 43}{space 1}    0.16{col 52}{space 3}0.876{col 60}{space 4}-.8711953{col 73}{space 3} 1.022301
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2}-.0579572{col 32}{space 2} .1776536{col 43}{space 1}   -0.33{col 52}{space 3}0.744{col 60}{space 4}-.4061519{col 73}{space 3} .2902374
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-.9673538{col 32}{space 2} .2032672{col 43}{space 1}   -4.76{col 52}{space 3}0.000{col 60}{space 4} -1.36575{col 73}{space 3}-.5689574
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}3  {c |}{col 20}{res}{space 2}-.3761118{col 32}{space 2} .3498174{col 43}{space 1}   -1.08{col 52}{space 3}0.282{col 60}{space 4}-1.061741{col 73}{space 3} .3095177
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.5971511{col 32}{space 2} .7329831{col 43}{space 1}   -0.81{col 52}{space 3}0.415{col 60}{space 4}-2.033772{col 73}{space 3} .8394694
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-8.512521{col 32}{space 2} 2.737238{col 43}{space 1}   -3.11{col 52}{space 3}0.002{col 60}{space 4}-13.87741{col 73}{space 3}-3.147633
{txt}{space 16}6  {c |}{col 20}{res}{space 2} .0253983{col 32}{space 2} 1.146391{col 43}{space 1}    0.02{col 52}{space 3}0.982{col 60}{space 4}-2.221487{col 73}{space 3} 2.272284
{txt}{space 16}7  {c |}{col 20}{res}{space 2}-2.876891{col 32}{space 2} 2.078287{col 43}{space 1}   -1.38{col 52}{space 3}0.166{col 60}{space 4}-6.950258{col 73}{space 3} 1.196477
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-.5153993{col 32}{space 2} 1.679908{col 43}{space 1}   -0.31{col 52}{space 3}0.759{col 60}{space 4}-3.807959{col 73}{space 3} 2.777161
{txt}{space 16}9  {c |}{col 20}{res}{space 2} .9923555{col 32}{space 2} .5518471{col 43}{space 1}    1.80{col 52}{space 3}0.072{col 60}{space 4} -.089245{col 73}{space 3} 2.073956
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-2.929141{col 32}{space 2} .5074445{col 43}{space 1}   -5.77{col 52}{space 3}0.000{col 60}{space 4}-3.923714{col 73}{space 3}-1.934568
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-2.128431{col 32}{space 2} 1.238757{col 43}{space 1}   -1.72{col 52}{space 3}0.086{col 60}{space 4} -4.55635{col 73}{space 3} .2994885
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.2947917{col 32}{space 2}  .643438{col 43}{space 1}   -0.46{col 52}{space 3}0.647{col 60}{space 4}-1.555907{col 73}{space 3} .9663236
{txt}{space 15}13  {c |}{col 20}{res}{space 2}-1.285489{col 32}{space 2} 1.518051{col 43}{space 1}   -0.85{col 52}{space 3}0.397{col 60}{space 4}-4.260814{col 73}{space 3} 1.689835
{txt}{space 15}14  {c |}{col 20}{res}{space 2} .9803344{col 32}{space 2} 1.012107{col 43}{space 1}    0.97{col 52}{space 3}0.333{col 60}{space 4}-1.003359{col 73}{space 3} 2.964028
{txt}{space 15}15  {c |}{col 20}{res}{space 2} .6550458{col 32}{space 2} .8951731{col 43}{space 1}    0.73{col 52}{space 3}0.464{col 60}{space 4}-1.099461{col 73}{space 3} 2.409553
{txt}{space 15}16  {c |}{col 20}{res}{space 2} .8156225{col 32}{space 2} .9370884{col 43}{space 1}    0.87{col 52}{space 3}0.384{col 60}{space 4}-1.021037{col 73}{space 3} 2.652282
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.3998732{col 32}{space 2} .3933621{col 43}{space 1}   -1.02{col 52}{space 3}0.309{col 60}{space 4}-1.170849{col 73}{space 3} .3711022
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-.5850553{col 32}{space 2}  1.88585{col 43}{space 1}   -0.31{col 52}{space 3}0.756{col 60}{space 4}-4.281254{col 73}{space 3} 3.111143
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-5.681841{col 32}{space 2} 2.839258{col 43}{space 1}   -2.00{col 52}{space 3}0.045{col 60}{space 4}-11.24668{col 73}{space 3}-.1169973
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-3.756326{col 32}{space 2}  2.10073{col 43}{space 1}   -1.79{col 52}{space 3}0.074{col 60}{space 4}-7.873681{col 73}{space 3} .3610295
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-.9867541{col 32}{space 2} 1.091871{col 43}{space 1}   -0.90{col 52}{space 3}0.366{col 60}{space 4}-3.126782{col 73}{space 3} 1.153273
{txt}{space 15}23  {c |}{col 20}{res}{space 2} .9743503{col 32}{space 2} 1.644065{col 43}{space 1}    0.59{col 52}{space 3}0.553{col 60}{space 4}-2.247957{col 73}{space 3} 4.196658
{txt}{space 15}24  {c |}{col 20}{res}{space 2}-.3899218{col 32}{space 2} .3244666{col 43}{space 1}   -1.20{col 52}{space 3}0.229{col 60}{space 4}-1.025865{col 73}{space 3} .2460211
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-.7496089{col 32}{space 2} .9939487{col 43}{space 1}   -0.75{col 52}{space 3}0.451{col 60}{space 4}-2.697713{col 73}{space 3} 1.198495
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-1.129672{col 32}{space 2} 1.078306{col 43}{space 1}   -1.05{col 52}{space 3}0.295{col 60}{space 4}-3.243112{col 73}{space 3} .9837687
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-.0593997{col 32}{space 2} 1.419639{col 43}{space 1}   -0.04{col 52}{space 3}0.967{col 60}{space 4} -2.84184{col 73}{space 3} 2.723041
{txt}{space 15}28  {c |}{col 20}{res}{space 2} 1.159226{col 32}{space 2}  .645085{col 43}{space 1}    1.80{col 52}{space 3}0.072{col 60}{space 4}-.1051172{col 73}{space 3}  2.42357
{txt}{space 15}29  {c |}{col 20}{res}{space 2}-1.474914{col 32}{space 2} .8944424{col 43}{space 1}   -1.65{col 52}{space 3}0.099{col 60}{space 4}-3.227989{col 73}{space 3}  .278161
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-.7764283{col 32}{space 2} 2.096465{col 43}{space 1}   -0.37{col 52}{space 3}0.711{col 60}{space 4}-4.885424{col 73}{space 3} 3.332568
{txt}{space 15}31  {c |}{col 20}{res}{space 2} -.467002{col 32}{space 2} 1.754183{col 43}{space 1}   -0.27{col 52}{space 3}0.790{col 60}{space 4}-3.905138{col 73}{space 3} 2.971134
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-6.066459{col 32}{space 2} 2.720178{col 43}{space 1}   -2.23{col 52}{space 3}0.026{col 60}{space 4}-11.39791{col 73}{space 3}-.7350072
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-1.029863{col 32}{space 2} 1.089339{col 43}{space 1}   -0.95{col 52}{space 3}0.344{col 60}{space 4}-3.164929{col 73}{space 3} 1.105203
{txt}{space 15}34  {c |}{col 20}{res}{space 2}  1.24061{col 32}{space 2} .6196869{col 43}{space 1}    2.00{col 52}{space 3}0.045{col 60}{space 4} .0260461{col 73}{space 3} 2.455174
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-1.622205{col 32}{space 2} 1.255154{col 43}{space 1}   -1.29{col 52}{space 3}0.196{col 60}{space 4}-4.082262{col 73}{space 3} .8378528
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-1.681113{col 32}{space 2} .3990683{col 43}{space 1}   -4.21{col 52}{space 3}0.000{col 60}{space 4}-2.463272{col 73}{space 3}-.8989534
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-4.619781{col 32}{space 2} 2.228146{col 43}{space 1}   -2.07{col 52}{space 3}0.038{col 60}{space 4}-8.986866{col 73}{space 3}-.2526954
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-1.113282{col 32}{space 2} 1.449997{col 43}{space 1}   -0.77{col 52}{space 3}0.443{col 60}{space 4}-3.955224{col 73}{space 3} 1.728659
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-.2839093{col 32}{space 2}  1.87106{col 43}{space 1}   -0.15{col 52}{space 3}0.879{col 60}{space 4}-3.951119{col 73}{space 3}   3.3833
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-1.372496{col 32}{space 2} .2688413{col 43}{space 1}   -5.11{col 52}{space 3}0.000{col 60}{space 4}-1.899416{col 73}{space 3}-.8455771
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-.4613005{col 32}{space 2} .6330989{col 43}{space 1}   -0.73{col 52}{space 3}0.466{col 60}{space 4}-1.702151{col 73}{space 3} .7795505
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-.5044588{col 32}{space 2} .7052234{col 43}{space 1}   -0.72{col 52}{space 3}0.474{col 60}{space 4}-1.886671{col 73}{space 3} .8777536
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.3953587{col 32}{space 2} .6973995{col 43}{space 1}   -0.57{col 52}{space 3}0.571{col 60}{space 4}-1.762237{col 73}{space 3} .9715192
{txt}{space 15}44  {c |}{col 20}{res}{space 2}  .109614{col 32}{space 2} .5836124{col 43}{space 1}    0.19{col 52}{space 3}0.851{col 60}{space 4}-1.034245{col 73}{space 3} 1.253473
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-2.097918{col 32}{space 2}  2.65031{col 43}{space 1}   -0.79{col 52}{space 3}0.429{col 60}{space 4} -7.29243{col 73}{space 3} 3.096595
{txt}{space 15}46  {c |}{col 20}{res}{space 2} -1.55431{col 32}{space 2} 1.431255{col 43}{space 1}   -1.09{col 52}{space 3}0.277{col 60}{space 4}-4.359518{col 73}{space 3} 1.250899
{txt}{space 15}47  {c |}{col 20}{res}{space 2} .4788861{col 32}{space 2}   1.3579{col 43}{space 1}    0.35{col 52}{space 3}0.724{col 60}{space 4}-2.182548{col 73}{space 3}  3.14032
{txt}{space 15}48  {c |}{col 20}{res}{space 2} .2673298{col 32}{space 2} .7798454{col 43}{space 1}    0.34{col 52}{space 3}0.732{col 60}{space 4}-1.261139{col 73}{space 3} 1.795799
{txt}{space 15}49  {c |}{col 20}{res}{space 2}-1.526855{col 32}{space 2} .8518226{col 43}{space 1}   -1.79{col 52}{space 3}0.073{col 60}{space 4}-3.196397{col 73}{space 3} .1426864
{txt}{space 15}50  {c |}{col 20}{res}{space 2} .5083189{col 32}{space 2} .7297085{col 43}{space 1}    0.70{col 52}{space 3}0.486{col 60}{space 4}-.9218834{col 73}{space 3} 1.938521
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2} -24.8587{col 32}{space 2} 4.280641{col 43}{space 1}   -5.81{col 52}{space 3}0.000{col 60}{space 4}-33.24861{col 73}{space 3} -16.4688
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       952{col 28}        .{col 39}-16974.18{col 50}    10{col 58} 33968.35{col 69} 34016.94
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. * 
. * -2*(LL: M1-DM1) Test * 
. display -2*( -16792.67 - -16974.18)
{res}-363.02
{txt}
{com}. *
. *
. * AIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS * 
. display 33653.34 - 33968.35
{res}-315.01
{txt}
{com}. * 
. 
. * BIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS * 
. display 33818.53 - 34016.94
{res}-198.41
{txt}
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. *** MODELS D3 & D4: PARTISAN BASELINE MODELS -- DISTINCTION BETWEEN DEMOCRATIC AND REPUBLICAN GUBERNATORIAL DIRECT APPOINTMENT POWERS VERSUS ABSENCE OF SUCH INSTITUTIONAL POWERS [THREE GROUP CATEGORICAL MEASURE] ***
. 
. 
. 
. 
. 
. *** PARTISAN BASELINE MODELS: DISTINCTION BETWEEN DEMOCRATIC AND REPUBLICAN GUBERNATORIAL DIRECT APPOINTMENT POWERS VERSUS ABSENCE OF SUCH INSTITUTIONAL POWERS  [THREE GROUP CATEGORICAL MEASURE] ***
. *** gubapptauth_partisan_rescaled3==0 [ABSENCE OF DIRECT GUBERNATORIAL APPOINTMENT POWERS] &  gubapptauth_partisan_rescaled3==1 [REPUBLICAN DIRECT GUBERNATORIAL APPOINTMENT POWERS: CONSTRAINED & UNCONSTRAINED COMBINED] & gubapptauth_partisan_rescaled3==2 [DEMOCRATIC DIRECT GUBERNATORIAL APPOINTMENT POWERS: CONSTRAINED & UNCONSTRAINED COMBINED] ***
. 
. 
. 
. 
. 
. *** MODELS D3 & D4: BENEFIT OVERPAYMENT ERROR DETECTION BY STATE UIP AGENCY-INITIATION [CLAIMANT-/NON-FRAUD] -- AMOUNTS IN 2010 CONSTANT-DOLLAR TERMS --- DISTINCTION BETWEEN DEMOCRATIC AND REPUBLICAN GUBERNATORIAL DIRECT APPOINTMENT POWERS VERSUS ABSENCE OF SUCH INSTITUTIONAL POWERS [THREE GROUP CATEGORICAL MEASURE] ***
. 
. 
. 
. 
. 
. ** OBTAIN CORRECT AIC & BIC MODEL FIT STATISTICS FROM MODELS CONTAINING ROBUST CLUSTERED STANDARD ERRORS BY STATE **
. 
. ** M3* **
. 
. glm  sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled3  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size ln_clmterror_est ln_employerappeals_ct  i.state_numident i.year,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res: -18107.15}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-17783.626}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-17541.174}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-17532.923}  
Iteration 4:{space 2}Log pseudolikelihood = {res: -17532.66}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-17532.652}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-17532.652}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       999
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       967
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.11e+14
{txt}Deviance{col 18}={res}{col 20} 1.02566e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.06e+14
{txt}Pearson{col 18}={res}{col 20} 1.02566e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.06e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.16447
{txt}Log pseudolikelihood{col 22}= {res}-17532.65213{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.03e+17

{txt}{ralign 84:(Std. err. adjusted for {res:50} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
gubapptauth_part~3 {c |}
{space 16}1  {c |}{col 20}{res}{space 2} .2637775{col 32}{space 2} .1380084{col 43}{space 1}    1.91{col 52}{space 3}0.056{col 60}{space 4}-.0067139{col 73}{space 3} .5342689
{txt}{space 16}2  {c |}{col 20}{res}{space 2}-.5045077{col 32}{space 2}  .376702{col 43}{space 1}   -1.34{col 52}{space 3}0.180{col 60}{space 4} -1.24283{col 73}{space 3} .2338146
{txt}{space 18} {c |}
{space 6}electionyear {c |}{col 20}{res}{space 2} .1582151{col 32}{space 2} .0940488{col 43}{space 1}    1.68{col 52}{space 3}0.093{col 60}{space 4}-.0261172{col 73}{space 3} .3425474
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} 1.115563{col 32}{space 2} .2436628{col 43}{space 1}    4.58{col 52}{space 3}0.000{col 60}{space 4} .6379924{col 73}{space 3} 1.593133
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2} -.018698{col 32}{space 2}  .022108{col 43}{space 1}   -0.85{col 52}{space 3}0.398{col 60}{space 4}-.0620289{col 73}{space 3} .0246329
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2}-.0853997{col 32}{space 2} .0292203{col 43}{space 1}   -2.92{col 52}{space 3}0.003{col 60}{space 4}-.1426704{col 73}{space 3} -.028129
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 1.689578{col 32}{space 2} .5799508{col 43}{space 1}    2.91{col 52}{space 3}0.004{col 60}{space 4} .5528951{col 73}{space 3}  2.82626
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2} .0644152{col 32}{space 2} .4087181{col 43}{space 1}    0.16{col 52}{space 3}0.875{col 60}{space 4}-.7366575{col 73}{space 3} .8654879
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2} .1118099{col 32}{space 2}  .120154{col 43}{space 1}    0.93{col 52}{space 3}0.352{col 60}{space 4}-.1236876{col 73}{space 3} .3473073
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2} -.368129{col 32}{space 2} .2068258{col 43}{space 1}   -1.78{col 52}{space 3}0.075{col 60}{space 4}   -.7735{col 73}{space 3} .0372421
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}2  {c |}{col 20}{res}{space 2}-2.266928{col 32}{space 2}  .704175{col 43}{space 1}   -3.22{col 52}{space 3}0.001{col 60}{space 4}-3.647086{col 73}{space 3}-.8867704
{txt}{space 16}3  {c |}{col 20}{res}{space 2}-.9653804{col 32}{space 2} .2853101{col 43}{space 1}   -3.38{col 52}{space 3}0.001{col 60}{space 4}-1.524578{col 73}{space 3}-.4061829
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.9542838{col 32}{space 2} .5150707{col 43}{space 1}   -1.85{col 52}{space 3}0.064{col 60}{space 4}-1.963804{col 73}{space 3} .0552362
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-8.216461{col 32}{space 2} 2.251072{col 43}{space 1}   -3.65{col 52}{space 3}0.000{col 60}{space 4}-12.62848{col 73}{space 3}-3.804441
{txt}{space 16}6  {c |}{col 20}{res}{space 2}-1.020855{col 32}{space 2} .3979495{col 43}{space 1}   -2.57{col 52}{space 3}0.010{col 60}{space 4}-1.800821{col 73}{space 3}-.2408881
{txt}{space 16}7  {c |}{col 20}{res}{space 2}-5.884433{col 32}{space 2} 1.346031{col 43}{space 1}   -4.37{col 52}{space 3}0.000{col 60}{space 4}-8.522604{col 73}{space 3}-3.246261
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-2.324518{col 32}{space 2} .6123716{col 43}{space 1}   -3.80{col 52}{space 3}0.000{col 60}{space 4}-3.524744{col 73}{space 3}-1.124292
{txt}{space 16}9  {c |}{col 20}{res}{space 2}-.0963368{col 32}{space 2} .4095382{col 43}{space 1}   -0.24{col 52}{space 3}0.814{col 60}{space 4} -.899017{col 73}{space 3} .7063433
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-1.634674{col 32}{space 2} .3849777{col 43}{space 1}   -4.25{col 52}{space 3}0.000{col 60}{space 4}-2.389216{col 73}{space 3}-.8801313
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-3.525368{col 32}{space 2} .6383254{col 43}{space 1}   -5.52{col 52}{space 3}0.000{col 60}{space 4}-4.776463{col 73}{space 3}-2.274273
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.9890155{col 32}{space 2} .4383155{col 43}{space 1}   -2.26{col 52}{space 3}0.024{col 60}{space 4}-1.848098{col 73}{space 3} -.129933
{txt}{space 15}13  {c |}{col 20}{res}{space 2}-2.396528{col 32}{space 2} 1.139101{col 43}{space 1}   -2.10{col 52}{space 3}0.035{col 60}{space 4}-4.629125{col 73}{space 3}-.1639324
{txt}{space 15}14  {c |}{col 20}{res}{space 2} -.680935{col 32}{space 2} .2667831{col 43}{space 1}   -2.55{col 52}{space 3}0.011{col 60}{space 4} -1.20382{col 73}{space 3}-.1580498
{txt}{space 15}15  {c |}{col 20}{res}{space 2} -1.88329{col 32}{space 2} .3685301{col 43}{space 1}   -5.11{col 52}{space 3}0.000{col 60}{space 4}-2.605596{col 73}{space 3}-1.160985
{txt}{space 15}16  {c |}{col 20}{res}{space 2}-.3883094{col 32}{space 2} .2731358{col 43}{space 1}   -1.42{col 52}{space 3}0.155{col 60}{space 4}-.9236458{col 73}{space 3}  .147027
{txt}{space 15}17  {c |}{col 20}{res}{space 2}-1.182573{col 32}{space 2} .3341492{col 43}{space 1}   -3.54{col 52}{space 3}0.000{col 60}{space 4}-1.837494{col 73}{space 3}-.5276531
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.3581438{col 32}{space 2} .3870298{col 43}{space 1}   -0.93{col 52}{space 3}0.355{col 60}{space 4}-1.116708{col 73}{space 3} .4004206
{txt}{space 15}19  {c |}{col 20}{res}{space 2} -3.24173{col 32}{space 2}  .809545{col 43}{space 1}   -4.00{col 52}{space 3}0.000{col 60}{space 4}-4.828409{col 73}{space 3}-1.655051
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-6.508216{col 32}{space 2} 1.536014{col 43}{space 1}   -4.24{col 52}{space 3}0.000{col 60}{space 4}-9.518749{col 73}{space 3}-3.497683
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-5.890608{col 32}{space 2} 1.405624{col 43}{space 1}   -4.19{col 52}{space 3}0.000{col 60}{space 4} -8.64558{col 73}{space 3}-3.135636
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.442506{col 32}{space 2} 1.252793{col 43}{space 1}   -1.15{col 52}{space 3}0.250{col 60}{space 4}-3.897935{col 73}{space 3} 1.012923
{txt}{space 15}23  {c |}{col 20}{res}{space 2}-1.749304{col 32}{space 2} .9020351{col 43}{space 1}   -1.94{col 52}{space 3}0.052{col 60}{space 4} -3.51726{col 73}{space 3} .0186524
{txt}{space 15}24  {c |}{col 20}{res}{space 2} .4394637{col 32}{space 2} .5667639{col 43}{space 1}    0.78{col 52}{space 3}0.438{col 60}{space 4}-.6713732{col 73}{space 3} 1.550301
{txt}{space 15}25  {c |}{col 20}{res}{space 2} -.954119{col 32}{space 2} .2315379{col 43}{space 1}   -4.12{col 52}{space 3}0.000{col 60}{space 4}-1.407925{col 73}{space 3} -.500313
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-2.486991{col 32}{space 2} .6404513{col 43}{space 1}   -3.88{col 52}{space 3}0.000{col 60}{space 4}-3.742253{col 73}{space 3} -1.23173
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-2.317545{col 32}{space 2} .4565261{col 43}{space 1}   -5.08{col 52}{space 3}0.000{col 60}{space 4}-3.212319{col 73}{space 3} -1.42277
{txt}{space 15}28  {c |}{col 20}{res}{space 2} .9219751{col 32}{space 2} .4420517{col 43}{space 1}    2.09{col 52}{space 3}0.037{col 60}{space 4} .0555697{col 73}{space 3}  1.78838
{txt}{space 15}29  {c |}{col 20}{res}{space 2} -3.37391{col 32}{space 2} .6405499{col 43}{space 1}   -5.27{col 52}{space 3}0.000{col 60}{space 4}-4.629365{col 73}{space 3}-2.118456
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-2.547962{col 32}{space 2} 1.398256{col 43}{space 1}   -1.82{col 52}{space 3}0.068{col 60}{space 4}-5.288494{col 73}{space 3} .1925704
{txt}{space 15}31  {c |}{col 20}{res}{space 2}-1.812521{col 32}{space 2} .5258674{col 43}{space 1}   -3.45{col 52}{space 3}0.001{col 60}{space 4}-2.843202{col 73}{space 3}-.7818394
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-7.303589{col 32}{space 2} 2.041638{col 43}{space 1}   -3.58{col 52}{space 3}0.000{col 60}{space 4}-11.30513{col 73}{space 3}-3.302052
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-.6563453{col 32}{space 2} .4260593{col 43}{space 1}   -1.54{col 52}{space 3}0.123{col 60}{space 4}-1.491406{col 73}{space 3} .1787156
{txt}{space 15}34  {c |}{col 20}{res}{space 2}-.5524089{col 32}{space 2}  .761059{col 43}{space 1}   -0.73{col 52}{space 3}0.468{col 60}{space 4}-2.044057{col 73}{space 3} .9392394
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-2.575455{col 32}{space 2} 1.027644{col 43}{space 1}   -2.51{col 52}{space 3}0.012{col 60}{space 4}  -4.5896{col 73}{space 3}-.5613105
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-1.977028{col 32}{space 2} .3604043{col 43}{space 1}   -5.49{col 52}{space 3}0.000{col 60}{space 4}-2.683407{col 73}{space 3}-1.270649
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-5.955956{col 32}{space 2} 1.461427{col 43}{space 1}   -4.08{col 52}{space 3}0.000{col 60}{space 4}-8.820299{col 73}{space 3}-3.091612
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-2.615321{col 32}{space 2} 1.200721{col 43}{space 1}   -2.18{col 52}{space 3}0.029{col 60}{space 4}-4.968692{col 73}{space 3}-.2619507
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-2.945607{col 32}{space 2}  .951302{col 43}{space 1}   -3.10{col 52}{space 3}0.002{col 60}{space 4}-4.810125{col 73}{space 3} -1.08109
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-.3796617{col 32}{space 2} .5121566{col 43}{space 1}   -0.74{col 52}{space 3}0.459{col 60}{space 4} -1.38347{col 73}{space 3} .6241468
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-1.411316{col 32}{space 2} .7253408{col 43}{space 1}   -1.95{col 52}{space 3}0.052{col 60}{space 4}-2.832958{col 73}{space 3} .0103256
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-.9595561{col 32}{space 2} .2633781{col 43}{space 1}   -3.64{col 52}{space 3}0.000{col 60}{space 4}-1.475768{col 73}{space 3}-.4433444
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.2091007{col 32}{space 2} .6129197{col 43}{space 1}   -0.34{col 52}{space 3}0.733{col 60}{space 4}-1.410401{col 73}{space 3} .9921998
{txt}{space 15}44  {c |}{col 20}{res}{space 2}-.8370233{col 32}{space 2} .3411272{col 43}{space 1}   -2.45{col 52}{space 3}0.014{col 60}{space 4} -1.50562{col 73}{space 3}-.1684264
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-5.177162{col 32}{space 2} 1.069619{col 43}{space 1}   -4.84{col 52}{space 3}0.000{col 60}{space 4}-7.273576{col 73}{space 3}-3.080748
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-2.111823{col 32}{space 2} .5353558{col 43}{space 1}   -3.94{col 52}{space 3}0.000{col 60}{space 4}-3.161101{col 73}{space 3}-1.062545
{txt}{space 15}47  {c |}{col 20}{res}{space 2}-.5484437{col 32}{space 2} 1.045143{col 43}{space 1}   -0.52{col 52}{space 3}0.600{col 60}{space 4}-2.596886{col 73}{space 3} 1.499998
{txt}{space 15}48  {c |}{col 20}{res}{space 2}-.5232907{col 32}{space 2} .4869974{col 43}{space 1}   -1.07{col 52}{space 3}0.283{col 60}{space 4}-1.477788{col 73}{space 3} .4312066
{txt}{space 15}49  {c |}{col 20}{res}{space 2}-2.143084{col 32}{space 2} .5980309{col 43}{space 1}   -3.58{col 52}{space 3}0.000{col 60}{space 4}-3.315203{col 73}{space 3}-.9709653
{txt}{space 15}50  {c |}{col 20}{res}{space 2}-.2611819{col 32}{space 2} .7460423{col 43}{space 1}   -0.35{col 52}{space 3}0.726{col 60}{space 4}-1.723398{col 73}{space 3} 1.201034
{txt}{space 18} {c |}
{space 14}year {c |}
{space 13}2003  {c |}{col 20}{res}{space 2} .8092886{col 32}{space 2} .2875624{col 43}{space 1}    2.81{col 52}{space 3}0.005{col 60}{space 4} .2456767{col 73}{space 3} 1.372901
{txt}{space 13}2004  {c |}{col 20}{res}{space 2} .9413799{col 32}{space 2} .4495347{col 43}{space 1}    2.09{col 52}{space 3}0.036{col 60}{space 4} .0603081{col 73}{space 3} 1.822452
{txt}{space 13}2005  {c |}{col 20}{res}{space 2} .6667426{col 32}{space 2} .5872607{col 43}{space 1}    1.14{col 52}{space 3}0.256{col 60}{space 4}-.4842672{col 73}{space 3} 1.817752
{txt}{space 13}2006  {c |}{col 20}{res}{space 2} .5301602{col 32}{space 2} .5724408{col 43}{space 1}    0.93{col 52}{space 3}0.354{col 60}{space 4}-.5918031{col 73}{space 3} 1.652124
{txt}{space 13}2007  {c |}{col 20}{res}{space 2} .7456237{col 32}{space 2} .5562364{col 43}{space 1}    1.34{col 52}{space 3}0.180{col 60}{space 4}-.3445797{col 73}{space 3} 1.835827
{txt}{space 13}2008  {c |}{col 20}{res}{space 2} .9745112{col 32}{space 2} .4627622{col 43}{space 1}    2.11{col 52}{space 3}0.035{col 60}{space 4} .0675139{col 73}{space 3} 1.881509
{txt}{space 13}2009  {c |}{col 20}{res}{space 2} 1.708448{col 32}{space 2} .3081055{col 43}{space 1}    5.55{col 52}{space 3}0.000{col 60}{space 4} 1.104573{col 73}{space 3} 2.312324
{txt}{space 13}2010  {c |}{col 20}{res}{space 2} 1.832092{col 32}{space 2}  .467198{col 43}{space 1}    3.92{col 52}{space 3}0.000{col 60}{space 4} .9164006{col 73}{space 3} 2.747783
{txt}{space 13}2011  {c |}{col 20}{res}{space 2} 1.729773{col 32}{space 2} .4887674{col 43}{space 1}    3.54{col 52}{space 3}0.000{col 60}{space 4} .7718062{col 73}{space 3} 2.687739
{txt}{space 13}2012  {c |}{col 20}{res}{space 2} 1.460988{col 32}{space 2} .4435672{col 43}{space 1}    3.29{col 52}{space 3}0.001{col 60}{space 4} .5916119{col 73}{space 3} 2.330363
{txt}{space 13}2013  {c |}{col 20}{res}{space 2} 1.581899{col 32}{space 2} .4095062{col 43}{space 1}    3.86{col 52}{space 3}0.000{col 60}{space 4} .7792817{col 73}{space 3} 2.384517
{txt}{space 13}2014  {c |}{col 20}{res}{space 2}  1.12566{col 32}{space 2}    .4128{col 43}{space 1}    2.73{col 52}{space 3}0.006{col 60}{space 4} .3165872{col 73}{space 3} 1.934733
{txt}{space 13}2015  {c |}{col 20}{res}{space 2}  1.03232{col 32}{space 2} .6356906{col 43}{space 1}    1.62{col 52}{space 3}0.104{col 60}{space 4}-.2136106{col 73}{space 3} 2.278251
{txt}{space 13}2016  {c |}{col 20}{res}{space 2} .5821894{col 32}{space 2} .7204366{col 43}{space 1}    0.81{col 52}{space 3}0.419{col 60}{space 4}-.8298404{col 73}{space 3} 1.994219
{txt}{space 13}2017  {c |}{col 20}{res}{space 2} .5821013{col 32}{space 2} .7944982{col 43}{space 1}    0.73{col 52}{space 3}0.464{col 60}{space 4}-.9750866{col 73}{space 3} 2.139289
{txt}{space 13}2018  {c |}{col 20}{res}{space 2} .9234086{col 32}{space 2}  .587473{col 43}{space 1}    1.57{col 52}{space 3}0.116{col 60}{space 4}-.2280173{col 73}{space 3} 2.074834
{txt}{space 13}2019  {c |}{col 20}{res}{space 2} .6637532{col 32}{space 2} .6591073{col 43}{space 1}    1.01{col 52}{space 3}0.314{col 60}{space 4}-.6280733{col 73}{space 3}  1.95558
{txt}{space 13}2020  {c |}{col 20}{res}{space 2} 2.321947{col 32}{space 2} .4690856{col 43}{space 1}    4.95{col 52}{space 3}0.000{col 60}{space 4} 1.402557{col 73}{space 3} 3.241338
{txt}{space 13}2021  {c |}{col 20}{res}{space 2} 1.986693{col 32}{space 2} .6027627{col 43}{space 1}    3.30{col 52}{space 3}0.001{col 60}{space 4} .8052997{col 73}{space 3} 3.168086
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-12.34225{col 32}{space 2} 7.964052{col 43}{space 1}   -1.55{col 52}{space 3}0.121{col 60}{space 4}-27.95151{col 73}{space 3} 3.267004
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       999{col 28}        .{col 39}-17532.65{col 50}    32{col 58}  35129.3{col 69} 35286.32
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. testparm i.year

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[sai_detamt_clmtreal]2003.year = 0{p_end}
{p 0 7}{space 1}{text:( 2)}{space 1} [sai_detamt_clmtreal]2004.year = 0{p_end}
{p 0 7}{space 1}{text:( 3)}{space 1} [sai_detamt_clmtreal]2005.year = 0{p_end}
{p 0 7}{space 1}{text:( 4)}{space 1} [sai_detamt_clmtreal]2006.year = 0{p_end}
{p 0 7}{space 1}{text:( 5)}{space 1} [sai_detamt_clmtreal]2007.year = 0{p_end}
{p 0 7}{space 1}{text:( 6)}{space 1} [sai_detamt_clmtreal]2008.year = 0{p_end}
{p 0 7}{space 1}{text:( 7)}{space 1} [sai_detamt_clmtreal]2009.year = 0{p_end}
{p 0 7}{space 1}{text:( 8)}{space 1} [sai_detamt_clmtreal]2010.year = 0{p_end}
{p 0 7}{space 1}{text:( 9)}{space 1} [sai_detamt_clmtreal]2011.year = 0{p_end}
{p 0 7}{space 1}{text:(10)}{space 1} [sai_detamt_clmtreal]2012.year = 0{p_end}
{p 0 7}{space 1}{text:(11)}{space 1} [sai_detamt_clmtreal]2013.year = 0{p_end}
{p 0 7}{space 1}{text:(12)}{space 1} [sai_detamt_clmtreal]2014.year = 0{p_end}
{p 0 7}{space 1}{text:(13)}{space 1} [sai_detamt_clmtreal]2015.year = 0{p_end}
{p 0 7}{space 1}{text:(14)}{space 1} [sai_detamt_clmtreal]2016.year = 0{p_end}
{p 0 7}{space 1}{text:(15)}{space 1} [sai_detamt_clmtreal]2017.year = 0{p_end}
{p 0 7}{space 1}{text:(16)}{space 1} [sai_detamt_clmtreal]2018.year = 0{p_end}
{p 0 7}{space 1}{text:(17)}{space 1} [sai_detamt_clmtreal]2019.year = 0{p_end}
{p 0 7}{space 1}{text:(18)}{space 1} [sai_detamt_clmtreal]2020.year = 0{p_end}
{p 0 7}{space 1}{text:(19)}{space 1} [sai_detamt_clmtreal]2021.year = 0{p_end}

{txt}{col 12}chi2( 19) ={res}84993.68
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. * 
. *
. 
. ** MD3 **
. 
. glm sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled3  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size ln_clmterror_est ln_employerappeals_ct  i.state_numident,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-18500.001}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-18135.742}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-17765.425}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-17739.812}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-17738.247}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-17738.165}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-17738.157}  
Iteration 7:{space 2}Log pseudolikelihood = {res:-17738.157}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       999
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       988
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.65e+14
{txt}Deviance{col 18}={res}{col 20} 1.54768e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.57e+14
{txt}Pearson{col 18}={res}{col 20} 1.54768e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.57e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.53385
{txt}Log pseudolikelihood{col 22}= {res}-17738.15717{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.55e+17

{txt}{ralign 84:(Std. err. adjusted for {res:50} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
gubapptauth_part~3 {c |}
{space 16}1  {c |}{col 20}{res}{space 2}-.3480209{col 32}{space 2} .2670689{col 43}{space 1}   -1.30{col 52}{space 3}0.193{col 60}{space 4}-.8714664{col 73}{space 3} .1754246
{txt}{space 16}2  {c |}{col 20}{res}{space 2}-1.074202{col 32}{space 2} .3031744{col 43}{space 1}   -3.54{col 52}{space 3}0.000{col 60}{space 4}-1.668412{col 73}{space 3}-.4799907
{txt}{space 18} {c |}
{space 6}electionyear {c |}{col 20}{res}{space 2}-.0545114{col 32}{space 2} .1680614{col 43}{space 1}   -0.32{col 52}{space 3}0.746{col 60}{space 4}-.3839057{col 73}{space 3} .2748828
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} 1.104289{col 32}{space 2} .6029229{col 43}{space 1}    1.83{col 52}{space 3}0.067{col 60}{space 4}-.0774179{col 73}{space 3} 2.285996
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0371887{col 32}{space 2} .0226421{col 43}{space 1}   -1.64{col 52}{space 3}0.100{col 60}{space 4}-.0815664{col 73}{space 3} .0071889
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2} .1354106{col 32}{space 2} .0289635{col 43}{space 1}    4.68{col 52}{space 3}0.000{col 60}{space 4} .0786432{col 73}{space 3}  .192178
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2}  2.78081{col 32}{space 2} .3052054{col 43}{space 1}    9.11{col 52}{space 3}0.000{col 60}{space 4} 2.182618{col 73}{space 3} 3.379002
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2} .1881411{col 32}{space 2}  .404885{col 43}{space 1}    0.46{col 52}{space 3}0.642{col 60}{space 4} -.605419{col 73}{space 3} .9817012
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2}-.0107786{col 32}{space 2} .1872296{col 43}{space 1}   -0.06{col 52}{space 3}0.954{col 60}{space 4}-.3777419{col 73}{space 3} .3561846
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2} -1.08582{col 32}{space 2} .2139442{col 43}{space 1}   -5.08{col 52}{space 3}0.000{col 60}{space 4}-1.505143{col 73}{space 3}-.6664975
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}2  {c |}{col 20}{res}{space 2}-3.679175{col 32}{space 2} .6226095{col 43}{space 1}   -5.91{col 52}{space 3}0.000{col 60}{space 4}-4.899467{col 73}{space 3}-2.458882
{txt}{space 16}3  {c |}{col 20}{res}{space 2}-.5641725{col 32}{space 2} .3818056{col 43}{space 1}   -1.48{col 52}{space 3}0.140{col 60}{space 4}-1.312498{col 73}{space 3} .1841527
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.6955013{col 32}{space 2}  .621708{col 43}{space 1}   -1.12{col 52}{space 3}0.263{col 60}{space 4}-1.914027{col 73}{space 3}  .523024
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-10.00847{col 32}{space 2} 2.792769{col 43}{space 1}   -3.58{col 52}{space 3}0.000{col 60}{space 4}-15.48219{col 73}{space 3}-4.534741
{txt}{space 16}6  {c |}{col 20}{res}{space 2} .1670387{col 32}{space 2} 1.042172{col 43}{space 1}    0.16{col 52}{space 3}0.873{col 60}{space 4}-1.875581{col 73}{space 3} 2.209659
{txt}{space 16}7  {c |}{col 20}{res}{space 2}-4.274113{col 32}{space 2}  1.83946{col 43}{space 1}   -2.32{col 52}{space 3}0.020{col 60}{space 4}-7.879389{col 73}{space 3}-.6688374
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-.9957504{col 32}{space 2} 1.355098{col 43}{space 1}   -0.73{col 52}{space 3}0.462{col 60}{space 4}-3.651694{col 73}{space 3} 1.660193
{txt}{space 16}9  {c |}{col 20}{res}{space 2} .5926935{col 32}{space 2} .5659776{col 43}{space 1}    1.05{col 52}{space 3}0.295{col 60}{space 4}-.5166022{col 73}{space 3} 1.701989
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-2.401869{col 32}{space 2} .5526853{col 43}{space 1}   -4.35{col 52}{space 3}0.000{col 60}{space 4}-3.485112{col 73}{space 3}-1.318626
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-3.413094{col 32}{space 2} .9504872{col 43}{space 1}   -3.59{col 52}{space 3}0.000{col 60}{space 4}-5.276015{col 73}{space 3}-1.550174
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.6413526{col 32}{space 2} .5499013{col 43}{space 1}   -1.17{col 52}{space 3}0.243{col 60}{space 4}-1.719139{col 73}{space 3} .4364342
{txt}{space 15}13  {c |}{col 20}{res}{space 2}-2.057586{col 32}{space 2}  1.52693{col 43}{space 1}   -1.35{col 52}{space 3}0.178{col 60}{space 4}-5.050313{col 73}{space 3} .9351422
{txt}{space 15}14  {c |}{col 20}{res}{space 2} .4776576{col 32}{space 2} .9852614{col 43}{space 1}    0.48{col 52}{space 3}0.628{col 60}{space 4}-1.453419{col 73}{space 3} 2.408734
{txt}{space 15}15  {c |}{col 20}{res}{space 2}-.0693435{col 32}{space 2}  .911287{col 43}{space 1}   -0.08{col 52}{space 3}0.939{col 60}{space 4}-1.855433{col 73}{space 3} 1.716746
{txt}{space 15}16  {c |}{col 20}{res}{space 2} .6092386{col 32}{space 2} .7822181{col 43}{space 1}    0.78{col 52}{space 3}0.436{col 60}{space 4}-.9238807{col 73}{space 3} 2.142358
{txt}{space 15}17  {c |}{col 20}{res}{space 2}-1.701384{col 32}{space 2} .5686257{col 43}{space 1}   -2.99{col 52}{space 3}0.003{col 60}{space 4} -2.81587{col 73}{space 3}-.5868981
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.1655188{col 32}{space 2}   .51489{col 43}{space 1}   -0.32{col 52}{space 3}0.748{col 60}{space 4}-1.174685{col 73}{space 3}  .843647
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-1.757691{col 32}{space 2} 1.517615{col 43}{space 1}   -1.16{col 52}{space 3}0.247{col 60}{space 4}-4.732161{col 73}{space 3} 1.216779
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-7.341927{col 32}{space 2} 2.691639{col 43}{space 1}   -2.73{col 52}{space 3}0.006{col 60}{space 4}-12.61744{col 73}{space 3}-2.066412
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-5.707478{col 32}{space 2} 2.129509{col 43}{space 1}   -2.68{col 52}{space 3}0.007{col 60}{space 4}-9.881238{col 73}{space 3}-1.533718
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.954707{col 32}{space 2} 1.163908{col 43}{space 1}   -1.68{col 52}{space 3}0.093{col 60}{space 4}-4.235924{col 73}{space 3} .3265097
{txt}{space 15}23  {c |}{col 20}{res}{space 2} -.542652{col 32}{space 2} 1.662879{col 43}{space 1}   -0.33{col 52}{space 3}0.744{col 60}{space 4}-3.801835{col 73}{space 3} 2.716531
{txt}{space 15}24  {c |}{col 20}{res}{space 2} .0407411{col 32}{space 2} .4064926{col 43}{space 1}    0.10{col 52}{space 3}0.920{col 60}{space 4}-.7559697{col 73}{space 3} .8374519
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-.5955963{col 32}{space 2} .8014867{col 43}{space 1}   -0.74{col 52}{space 3}0.457{col 60}{space 4}-2.166481{col 73}{space 3} .9752888
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-2.171572{col 32}{space 2} .9795057{col 43}{space 1}   -2.22{col 52}{space 3}0.027{col 60}{space 4}-4.091368{col 73}{space 3}-.2517759
{txt}{space 15}27  {c |}{col 20}{res}{space 2} -.722403{col 32}{space 2} 1.196738{col 43}{space 1}   -0.60{col 52}{space 3}0.546{col 60}{space 4}-3.067967{col 73}{space 3} 1.623161
{txt}{space 15}28  {c |}{col 20}{res}{space 2} .4559454{col 32}{space 2} .5898037{col 43}{space 1}    0.77{col 52}{space 3}0.439{col 60}{space 4}-.7000487{col 73}{space 3} 1.611939
{txt}{space 15}29  {c |}{col 20}{res}{space 2}-2.990894{col 32}{space 2} .8384071{col 43}{space 1}   -3.57{col 52}{space 3}0.000{col 60}{space 4}-4.634141{col 73}{space 3}-1.347646
{txt}{space 15}30  {c |}{col 20}{res}{space 2}-2.311548{col 32}{space 2}  2.02765{col 43}{space 1}   -1.14{col 52}{space 3}0.254{col 60}{space 4} -6.28567{col 73}{space 3} 1.662573
{txt}{space 15}31  {c |}{col 20}{res}{space 2}-1.020227{col 32}{space 2} 1.617039{col 43}{space 1}   -0.63{col 52}{space 3}0.528{col 60}{space 4}-4.189564{col 73}{space 3}  2.14911
{txt}{space 15}32  {c |}{col 20}{res}{space 2}  -7.9074{col 32}{space 2} 2.684584{col 43}{space 1}   -2.95{col 52}{space 3}0.003{col 60}{space 4}-13.16909{col 73}{space 3}-2.645712
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-.3123971{col 32}{space 2} .9918825{col 43}{space 1}   -0.31{col 52}{space 3}0.753{col 60}{space 4}-2.256451{col 73}{space 3} 1.631657
{txt}{space 15}34  {c |}{col 20}{res}{space 2} .7757257{col 32}{space 2}  .563201{col 43}{space 1}    1.38{col 52}{space 3}0.168{col 60}{space 4} -.328128{col 73}{space 3} 1.879579
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-2.603855{col 32}{space 2} 1.287369{col 43}{space 1}   -2.02{col 52}{space 3}0.043{col 60}{space 4}-5.127051{col 73}{space 3} -.080659
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-1.754001{col 32}{space 2}  .480323{col 43}{space 1}   -3.65{col 52}{space 3}0.000{col 60}{space 4}-2.695417{col 73}{space 3}-.8125852
{txt}{space 15}37  {c |}{col 20}{res}{space 2}-5.964672{col 32}{space 2} 2.057091{col 43}{space 1}   -2.90{col 52}{space 3}0.004{col 60}{space 4}-9.996495{col 73}{space 3}-1.932848
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-1.937164{col 32}{space 2} 1.451988{col 43}{space 1}   -1.33{col 52}{space 3}0.182{col 60}{space 4}-4.783008{col 73}{space 3} .9086804
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-2.164873{col 32}{space 2} 1.510525{col 43}{space 1}   -1.43{col 52}{space 3}0.152{col 60}{space 4}-5.125449{col 73}{space 3} .7957021
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-.9641107{col 32}{space 2} .3727301{col 43}{space 1}   -2.59{col 52}{space 3}0.010{col 60}{space 4}-1.694648{col 73}{space 3}-.2335732
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-.8855851{col 32}{space 2} .7064602{col 43}{space 1}   -1.25{col 52}{space 3}0.210{col 60}{space 4}-2.270222{col 73}{space 3} .4990514
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-.2981291{col 32}{space 2} .6503807{col 43}{space 1}   -0.46{col 52}{space 3}0.647{col 60}{space 4}-1.572852{col 73}{space 3} .9765937
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.1758006{col 32}{space 2} .7264587{col 43}{space 1}   -0.24{col 52}{space 3}0.809{col 60}{space 4}-1.599634{col 73}{space 3} 1.248032
{txt}{space 15}44  {c |}{col 20}{res}{space 2}-.0082863{col 32}{space 2} .4568733{col 43}{space 1}   -0.02{col 52}{space 3}0.986{col 60}{space 4}-.9037415{col 73}{space 3} .8871689
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-3.910037{col 32}{space 2} 2.418215{col 43}{space 1}   -1.62{col 52}{space 3}0.106{col 60}{space 4}-8.649652{col 73}{space 3} .8295786
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-1.335588{col 32}{space 2} 1.364648{col 43}{space 1}   -0.98{col 52}{space 3}0.328{col 60}{space 4}-4.010249{col 73}{space 3} 1.339073
{txt}{space 15}47  {c |}{col 20}{res}{space 2}-.2420384{col 32}{space 2} 1.309371{col 43}{space 1}   -0.18{col 52}{space 3}0.853{col 60}{space 4}-2.808358{col 73}{space 3} 2.324282
{txt}{space 15}48  {c |}{col 20}{res}{space 2}  .370759{col 32}{space 2} .5841641{col 43}{space 1}    0.63{col 52}{space 3}0.526{col 60}{space 4}-.7741816{col 73}{space 3}   1.5157
{txt}{space 15}49  {c |}{col 20}{res}{space 2}-1.664103{col 32}{space 2} .9779184{col 43}{space 1}   -1.70{col 52}{space 3}0.089{col 60}{space 4}-3.580788{col 73}{space 3} .2525814
{txt}{space 15}50  {c |}{col 20}{res}{space 2} .3749575{col 32}{space 2} .6078032{col 43}{space 1}    0.62{col 52}{space 3}0.537{col 60}{space 4}-.8163148{col 73}{space 3}  1.56623
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-24.56385{col 32}{space 2} 4.571392{col 43}{space 1}   -5.37{col 52}{space 3}0.000{col 60}{space 4}-33.52361{col 73}{space 3}-15.60408
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       999{col 28}        .{col 39}-17738.16{col 50}    11{col 58} 35498.31{col 69} 35552.29
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. * -2*(LL: M1-DM1) Test * 
. display -2*(-17532.65  - -17738.16)
{res}-411.02
{txt}
{com}. * 
. *
. * AIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS * 
. display 35129.3 - 35498.31
{res}-369.01
{txt}
{com}. * 
. 
. * BIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS * 
. display 35286.32 - 35552.29
{res}-265.97
{txt}
{com}. *
. *
. *
. 
. 
. 
. ** M4* **
. 
. glm sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled3  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size ln_clmterror_est ln_employerappeals_ct  i.state_numident i.year if nonpartisan_gubapprove!=1,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-17271.517}  
Iteration 1:{space 2}Log pseudolikelihood = {res: -16965.19}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-16737.902}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-16730.033}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-16729.773}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-16729.766}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-16729.765}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       952
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       921
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.17e+14
{txt}Deviance{col 18}={res}{col 20} 1.02358e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.11e+14
{txt}Pearson{col 18}={res}{col 20} 1.02358e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.11e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.21169
{txt}Log pseudolikelihood{col 22}= {res}-16729.76549{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.02e+17

{txt}{ralign 84:(Std. err. adjusted for {res:48} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
gubapptauth_part~3 {c |}
{space 16}1  {c |}{col 20}{res}{space 2} .2741483{col 32}{space 2} .1385236{col 43}{space 1}    1.98{col 52}{space 3}0.048{col 60}{space 4} .0026471{col 73}{space 3} .5456495
{txt}{space 16}2  {c |}{col 20}{res}{space 2}-.4935221{col 32}{space 2} .3752789{col 43}{space 1}   -1.32{col 52}{space 3}0.188{col 60}{space 4}-1.229055{col 73}{space 3} .2420112
{txt}{space 18} {c |}
{space 6}electionyear {c |}{col 20}{res}{space 2}  .158625{col 32}{space 2} .0943052{col 43}{space 1}    1.68{col 52}{space 3}0.093{col 60}{space 4}-.0262099{col 73}{space 3} .3434599
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} 1.117215{col 32}{space 2} .2437015{col 43}{space 1}    4.58{col 52}{space 3}0.000{col 60}{space 4} .6395687{col 73}{space 3} 1.594861
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0188586{col 32}{space 2} .0221927{col 43}{space 1}   -0.85{col 52}{space 3}0.395{col 60}{space 4}-.0623554{col 73}{space 3} .0246382
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2}-.0860412{col 32}{space 2} .0292422{col 43}{space 1}   -2.94{col 52}{space 3}0.003{col 60}{space 4}-.1433549{col 73}{space 3}-.0287274
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 1.690071{col 32}{space 2}  .581563{col 43}{space 1}    2.91{col 52}{space 3}0.004{col 60}{space 4} .5502285{col 73}{space 3} 2.829914
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2} .0631826{col 32}{space 2} .4099451{col 43}{space 1}    0.15{col 52}{space 3}0.878{col 60}{space 4} -.740295{col 73}{space 3} .8666603
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2} .1132344{col 32}{space 2} .1206073{col 43}{space 1}    0.94{col 52}{space 3}0.348{col 60}{space 4}-.1231516{col 73}{space 3} .3496205
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-.3673485{col 32}{space 2}  .207197{col 43}{space 1}   -1.77{col 52}{space 3}0.076{col 60}{space 4}-.7734472{col 73}{space 3} .0387502
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}3  {c |}{col 20}{res}{space 2}-.9645045{col 32}{space 2} .2862833{col 43}{space 1}   -3.37{col 52}{space 3}0.001{col 60}{space 4}-1.525609{col 73}{space 3}-.4033995
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.9649383{col 32}{space 2} .5155013{col 43}{space 1}   -1.87{col 52}{space 3}0.061{col 60}{space 4}-1.975302{col 73}{space 3} .0454257
{txt}{space 16}5  {c |}{col 20}{res}{space 2}    -8.23{col 32}{space 2} 2.257799{col 43}{space 1}   -3.65{col 52}{space 3}0.000{col 60}{space 4} -12.6552{col 73}{space 3}-3.804795
{txt}{space 16}6  {c |}{col 20}{res}{space 2}  -1.0353{col 32}{space 2} .3963033{col 43}{space 1}   -2.61{col 52}{space 3}0.009{col 60}{space 4} -1.81204{col 73}{space 3}-.2585599
{txt}{space 16}7  {c |}{col 20}{res}{space 2}-5.893082{col 32}{space 2} 1.350819{col 43}{space 1}   -4.36{col 52}{space 3}0.000{col 60}{space 4} -8.54064{col 73}{space 3}-3.245525
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-2.333992{col 32}{space 2} .6125722{col 43}{space 1}   -3.81{col 52}{space 3}0.000{col 60}{space 4}-3.534612{col 73}{space 3}-1.133373
{txt}{space 16}9  {c |}{col 20}{res}{space 2}-.1063792{col 32}{space 2} .4114736{col 43}{space 1}   -0.26{col 52}{space 3}0.796{col 60}{space 4}-.9128527{col 73}{space 3} .7000942
{txt}{space 15}10  {c |}{col 20}{res}{space 2}-1.633963{col 32}{space 2} .3878066{col 43}{space 1}   -4.21{col 52}{space 3}0.000{col 60}{space 4} -2.39405{col 73}{space 3}-.8738759
{txt}{space 15}11  {c |}{col 20}{res}{space 2}-3.530328{col 32}{space 2} .6419944{col 43}{space 1}   -5.50{col 52}{space 3}0.000{col 60}{space 4}-4.788614{col 73}{space 3}-2.272042
{txt}{space 15}12  {c |}{col 20}{res}{space 2}-.9975525{col 32}{space 2} .4392312{col 43}{space 1}   -2.27{col 52}{space 3}0.023{col 60}{space 4} -1.85843{col 73}{space 3}-.1366752
{txt}{space 15}13  {c |}{col 20}{res}{space 2} -2.40657{col 32}{space 2}  1.14331{col 43}{space 1}   -2.10{col 52}{space 3}0.035{col 60}{space 4}-4.647418{col 73}{space 3} -.165723
{txt}{space 15}14  {c |}{col 20}{res}{space 2}-.6918171{col 32}{space 2} .2662609{col 43}{space 1}   -2.60{col 52}{space 3}0.009{col 60}{space 4}-1.213679{col 73}{space 3}-.1699553
{txt}{space 15}15  {c |}{col 20}{res}{space 2}-1.894784{col 32}{space 2} .3692668{col 43}{space 1}   -5.13{col 52}{space 3}0.000{col 60}{space 4}-2.618533{col 73}{space 3}-1.171034
{txt}{space 15}16  {c |}{col 20}{res}{space 2}-.3990442{col 32}{space 2} .2738141{col 43}{space 1}   -1.46{col 52}{space 3}0.145{col 60}{space 4}  -.93571{col 73}{space 3} .1376215
{txt}{space 15}18  {c |}{col 20}{res}{space 2}-.3649492{col 32}{space 2} .3872788{col 43}{space 1}   -0.94{col 52}{space 3}0.346{col 60}{space 4}-1.124002{col 73}{space 3} .3941034
{txt}{space 15}19  {c |}{col 20}{res}{space 2}-3.251265{col 32}{space 2} .8109292{col 43}{space 1}   -4.01{col 52}{space 3}0.000{col 60}{space 4}-4.840657{col 73}{space 3}-1.661873
{txt}{space 15}20  {c |}{col 20}{res}{space 2}-6.520572{col 32}{space 2} 1.539478{col 43}{space 1}   -4.24{col 52}{space 3}0.000{col 60}{space 4}-9.537893{col 73}{space 3} -3.50325
{txt}{space 15}21  {c |}{col 20}{res}{space 2}-5.931846{col 32}{space 2} 1.410816{col 43}{space 1}   -4.20{col 52}{space 3}0.000{col 60}{space 4}-8.696994{col 73}{space 3}-3.166697
{txt}{space 15}22  {c |}{col 20}{res}{space 2}-1.446924{col 32}{space 2} 1.258601{col 43}{space 1}   -1.15{col 52}{space 3}0.250{col 60}{space 4}-3.913736{col 73}{space 3} 1.019889
{txt}{space 15}23  {c |}{col 20}{res}{space 2}-1.762606{col 32}{space 2} .9017347{col 43}{space 1}   -1.95{col 52}{space 3}0.051{col 60}{space 4}-3.529974{col 73}{space 3} .0047615
{txt}{space 15}24  {c |}{col 20}{res}{space 2} .4328034{col 32}{space 2} .5677027{col 43}{space 1}    0.76{col 52}{space 3}0.446{col 60}{space 4}-.6798734{col 73}{space 3}  1.54548
{txt}{space 15}25  {c |}{col 20}{res}{space 2}-.9635144{col 32}{space 2}  .235531{col 43}{space 1}   -4.09{col 52}{space 3}0.000{col 60}{space 4}-1.425147{col 73}{space 3}-.5018821
{txt}{space 15}26  {c |}{col 20}{res}{space 2}-2.493377{col 32}{space 2} .6436121{col 43}{space 1}   -3.87{col 52}{space 3}0.000{col 60}{space 4}-3.754833{col 73}{space 3} -1.23192
{txt}{space 15}27  {c |}{col 20}{res}{space 2}-2.329579{col 32}{space 2} .4543021{col 43}{space 1}   -5.13{col 52}{space 3}0.000{col 60}{space 4}-3.219995{col 73}{space 3}-1.439163
{txt}{space 15}28  {c |}{col 20}{res}{space 2} .9167097{col 32}{space 2} .4469249{col 43}{space 1}    2.05{col 52}{space 3}0.040{col 60}{space 4}  .040753{col 73}{space 3} 1.792666
{txt}{space 15}29  {c |}{col 20}{res}{space 2}-3.379679{col 32}{space 2} .6433239{col 43}{space 1}   -5.25{col 52}{space 3}0.000{col 60}{space 4} -4.64057{col 73}{space 3}-2.118787
{txt}{space 15}30  {c |}{col 20}{res}{space 2} -2.55733{col 32}{space 2} 1.403129{col 43}{space 1}   -1.82{col 52}{space 3}0.068{col 60}{space 4}-5.307412{col 73}{space 3} .1927518
{txt}{space 15}31  {c |}{col 20}{res}{space 2}-1.825403{col 32}{space 2} .5253655{col 43}{space 1}   -3.47{col 52}{space 3}0.001{col 60}{space 4}  -2.8551{col 73}{space 3}-.7957052
{txt}{space 15}32  {c |}{col 20}{res}{space 2}-7.314108{col 32}{space 2} 2.047871{col 43}{space 1}   -3.57{col 52}{space 3}0.000{col 60}{space 4}-11.32786{col 73}{space 3}-3.300354
{txt}{space 15}33  {c |}{col 20}{res}{space 2}-.6694224{col 32}{space 2}  .424182{col 43}{space 1}   -1.58{col 52}{space 3}0.115{col 60}{space 4}-1.500804{col 73}{space 3} .1619592
{txt}{space 15}34  {c |}{col 20}{res}{space 2}-.5612688{col 32}{space 2} .7627317{col 43}{space 1}   -0.74{col 52}{space 3}0.462{col 60}{space 4}-2.056196{col 73}{space 3}  .933658
{txt}{space 15}35  {c |}{col 20}{res}{space 2}-2.584095{col 32}{space 2} 1.031649{col 43}{space 1}   -2.50{col 52}{space 3}0.012{col 60}{space 4} -4.60609{col 73}{space 3}-.5621004
{txt}{space 15}36  {c |}{col 20}{res}{space 2}-1.977077{col 32}{space 2} .3615665{col 43}{space 1}   -5.47{col 52}{space 3}0.000{col 60}{space 4}-2.685734{col 73}{space 3} -1.26842
{txt}{space 15}37  {c |}{col 20}{res}{space 2} -5.96592{col 32}{space 2} 1.465665{col 43}{space 1}   -4.07{col 52}{space 3}0.000{col 60}{space 4} -8.83857{col 73}{space 3} -3.09327
{txt}{space 15}38  {c |}{col 20}{res}{space 2}-2.625346{col 32}{space 2}  1.20486{col 43}{space 1}   -2.18{col 52}{space 3}0.029{col 60}{space 4}-4.986828{col 73}{space 3}-.2638641
{txt}{space 15}39  {c |}{col 20}{res}{space 2}-3.070055{col 32}{space 2} .9555196{col 43}{space 1}   -3.21{col 52}{space 3}0.001{col 60}{space 4}-4.942839{col 73}{space 3}-1.197271
{txt}{space 15}40  {c |}{col 20}{res}{space 2}-.3882524{col 32}{space 2} .5134969{col 43}{space 1}   -0.76{col 52}{space 3}0.450{col 60}{space 4}-1.394688{col 73}{space 3}  .618183
{txt}{space 15}41  {c |}{col 20}{res}{space 2}-1.419407{col 32}{space 2} .7272048{col 43}{space 1}   -1.95{col 52}{space 3}0.051{col 60}{space 4}-2.844702{col 73}{space 3} .0058881
{txt}{space 15}42  {c |}{col 20}{res}{space 2}-.9712096{col 32}{space 2} .2614538{col 43}{space 1}   -3.71{col 52}{space 3}0.000{col 60}{space 4} -1.48365{col 73}{space 3}-.4587695
{txt}{space 15}43  {c |}{col 20}{res}{space 2}-.2117674{col 32}{space 2} .6162802{col 43}{space 1}   -0.34{col 52}{space 3}0.731{col 60}{space 4}-1.419654{col 73}{space 3} .9961195
{txt}{space 15}44  {c |}{col 20}{res}{space 2}-.8471206{col 32}{space 2} .3413946{col 43}{space 1}   -2.48{col 52}{space 3}0.013{col 60}{space 4}-1.516242{col 73}{space 3}-.1779995
{txt}{space 15}45  {c |}{col 20}{res}{space 2}-5.189394{col 32}{space 2} 1.070457{col 43}{space 1}   -4.85{col 52}{space 3}0.000{col 60}{space 4}-7.287452{col 73}{space 3}-3.091337
{txt}{space 15}46  {c |}{col 20}{res}{space 2}-2.127602{col 32}{space 2} .5352295{col 43}{space 1}   -3.98{col 52}{space 3}0.000{col 60}{space 4}-3.176632{col 73}{space 3}-1.078571
{txt}{space 15}47  {c |}{col 20}{res}{space 2}-.5575633{col 32}{space 2} 1.049155{col 43}{space 1}   -0.53{col 52}{space 3}0.595{col 60}{space 4} -2.61387{col 73}{space 3} 1.498743
{txt}{space 15}48  {c |}{col 20}{res}{space 2}-.5313327{col 32}{space 2}  .487673{col 43}{space 1}   -1.09{col 52}{space 3}0.276{col 60}{space 4}-1.487154{col 73}{space 3} .4244889
{txt}{space 15}49  {c |}{col 20}{res}{space 2}-2.153865{col 32}{space 2} .6004357{col 43}{space 1}   -3.59{col 52}{space 3}0.000{col 60}{space 4}-3.330698{col 73}{space 3}-.9770332
{txt}{space 15}50  {c |}{col 20}{res}{space 2}-.2697264{col 32}{space 2} .7462447{col 43}{space 1}   -0.36{col 52}{space 3}0.718{col 60}{space 4}-1.732339{col 73}{space 3} 1.192886
{txt}{space 18} {c |}
{space 14}year {c |}
{space 13}2003  {c |}{col 20}{res}{space 2} .8168779{col 32}{space 2} .2997942{col 43}{space 1}    2.72{col 52}{space 3}0.006{col 60}{space 4}  .229292{col 73}{space 3} 1.404464
{txt}{space 13}2004  {c |}{col 20}{res}{space 2} .9496187{col 32}{space 2} .4636918{col 43}{space 1}    2.05{col 52}{space 3}0.041{col 60}{space 4} .0407995{col 73}{space 3} 1.858438
{txt}{space 13}2005  {c |}{col 20}{res}{space 2} .6735859{col 32}{space 2} .6024677{col 43}{space 1}    1.12{col 52}{space 3}0.264{col 60}{space 4} -.507229{col 73}{space 3} 1.854401
{txt}{space 13}2006  {c |}{col 20}{res}{space 2}  .536756{col 32}{space 2} .5865944{col 43}{space 1}    0.92{col 52}{space 3}0.360{col 60}{space 4} -.612948{col 73}{space 3}  1.68646
{txt}{space 13}2007  {c |}{col 20}{res}{space 2} .7530891{col 32}{space 2} .5707409{col 43}{space 1}    1.32{col 52}{space 3}0.187{col 60}{space 4}-.3655425{col 73}{space 3} 1.871721
{txt}{space 13}2008  {c |}{col 20}{res}{space 2} .9817217{col 32}{space 2} .4775904{col 43}{space 1}    2.06{col 52}{space 3}0.040{col 60}{space 4} .0456616{col 73}{space 3} 1.917782
{txt}{space 13}2009  {c |}{col 20}{res}{space 2} 1.717244{col 32}{space 2} .3241519{col 43}{space 1}    5.30{col 52}{space 3}0.000{col 60}{space 4} 1.081918{col 73}{space 3}  2.35257
{txt}{space 13}2010  {c |}{col 20}{res}{space 2} 1.841774{col 32}{space 2}  .483484{col 43}{space 1}    3.81{col 52}{space 3}0.000{col 60}{space 4}  .894163{col 73}{space 3} 2.789385
{txt}{space 13}2011  {c |}{col 20}{res}{space 2} 1.740086{col 32}{space 2} .5048845{col 43}{space 1}    3.45{col 52}{space 3}0.001{col 60}{space 4} .7505307{col 73}{space 3} 2.729642
{txt}{space 13}2012  {c |}{col 20}{res}{space 2} 1.469144{col 32}{space 2} .4553786{col 43}{space 1}    3.23{col 52}{space 3}0.001{col 60}{space 4} .5766187{col 73}{space 3}  2.36167
{txt}{space 13}2013  {c |}{col 20}{res}{space 2} 1.590187{col 32}{space 2} .4216662{col 43}{space 1}    3.77{col 52}{space 3}0.000{col 60}{space 4} .7637367{col 73}{space 3} 2.416638
{txt}{space 13}2014  {c |}{col 20}{res}{space 2} 1.132462{col 32}{space 2} .4231693{col 43}{space 1}    2.68{col 52}{space 3}0.007{col 60}{space 4}  .303065{col 73}{space 3} 1.961858
{txt}{space 13}2015  {c |}{col 20}{res}{space 2} 1.039687{col 32}{space 2} .6495646{col 43}{space 1}    1.60{col 52}{space 3}0.109{col 60}{space 4}-.2334362{col 73}{space 3}  2.31281
{txt}{space 13}2016  {c |}{col 20}{res}{space 2} .5884264{col 32}{space 2} .7350576{col 43}{space 1}    0.80{col 52}{space 3}0.423{col 60}{space 4}-.8522601{col 73}{space 3} 2.029113
{txt}{space 13}2017  {c |}{col 20}{res}{space 2} .5871708{col 32}{space 2} .8101553{col 43}{space 1}    0.72{col 52}{space 3}0.469{col 60}{space 4}-1.000704{col 73}{space 3} 2.175046
{txt}{space 13}2018  {c |}{col 20}{res}{space 2}  .929715{col 32}{space 2} .5999964{col 43}{space 1}    1.55{col 52}{space 3}0.121{col 60}{space 4}-.2462565{col 73}{space 3} 2.105686
{txt}{space 13}2019  {c |}{col 20}{res}{space 2} .6697851{col 32}{space 2}  .673651{col 43}{space 1}    0.99{col 52}{space 3}0.320{col 60}{space 4}-.6505466{col 73}{space 3} 1.990117
{txt}{space 13}2020  {c |}{col 20}{res}{space 2} 2.331623{col 32}{space 2} .4835922{col 43}{space 1}    4.82{col 52}{space 3}0.000{col 60}{space 4} 1.383799{col 73}{space 3} 3.279446
{txt}{space 13}2021  {c |}{col 20}{res}{space 2} 1.993963{col 32}{space 2} .6183569{col 43}{space 1}    3.22{col 52}{space 3}0.001{col 60}{space 4} .7820056{col 73}{space 3}  3.20592
{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-12.36466{col 32}{space 2} 7.970675{col 43}{space 1}   -1.55{col 52}{space 3}0.121{col 60}{space 4}-27.98689{col 73}{space 3}  3.25758
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       952{col 28}        .{col 39}-16729.77{col 50}    31{col 58} 33521.53{col 69} 33672.15
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. *
. testparm i.year

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[sai_detamt_clmtreal]2003.year = 0{p_end}
{p 0 7}{space 1}{text:( 2)}{space 1} [sai_detamt_clmtreal]2004.year = 0{p_end}
{p 0 7}{space 1}{text:( 3)}{space 1} [sai_detamt_clmtreal]2005.year = 0{p_end}
{p 0 7}{space 1}{text:( 4)}{space 1} [sai_detamt_clmtreal]2006.year = 0{p_end}
{p 0 7}{space 1}{text:( 5)}{space 1} [sai_detamt_clmtreal]2007.year = 0{p_end}
{p 0 7}{space 1}{text:( 6)}{space 1} [sai_detamt_clmtreal]2008.year = 0{p_end}
{p 0 7}{space 1}{text:( 7)}{space 1} [sai_detamt_clmtreal]2009.year = 0{p_end}
{p 0 7}{space 1}{text:( 8)}{space 1} [sai_detamt_clmtreal]2010.year = 0{p_end}
{p 0 7}{space 1}{text:( 9)}{space 1} [sai_detamt_clmtreal]2011.year = 0{p_end}
{p 0 7}{space 1}{text:(10)}{space 1} [sai_detamt_clmtreal]2012.year = 0{p_end}
{p 0 7}{space 1}{text:(11)}{space 1} [sai_detamt_clmtreal]2013.year = 0{p_end}
{p 0 7}{space 1}{text:(12)}{space 1} [sai_detamt_clmtreal]2014.year = 0{p_end}
{p 0 7}{space 1}{text:(13)}{space 1} [sai_detamt_clmtreal]2015.year = 0{p_end}
{p 0 7}{space 1}{text:(14)}{space 1} [sai_detamt_clmtreal]2016.year = 0{p_end}
{p 0 7}{space 1}{text:(15)}{space 1} [sai_detamt_clmtreal]2017.year = 0{p_end}
{p 0 7}{space 1}{text:(16)}{space 1} [sai_detamt_clmtreal]2018.year = 0{p_end}
{p 0 7}{space 1}{text:(17)}{space 1} [sai_detamt_clmtreal]2019.year = 0{p_end}
{p 0 7}{space 1}{text:(18)}{space 1} [sai_detamt_clmtreal]2020.year = 0{p_end}
{p 0 7}{space 1}{text:(19)}{space 1} [sai_detamt_clmtreal]2021.year = 0{p_end}

{txt}{col 12}chi2( 19) ={res}87762.94
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. * 
. *
. 
. ** MD4 **
. 
. glm sai_detamt_clmtreal  i.gubapptauth_partisan_rescaled3  electionyear econideol_median  publicunion_cov  unemp_rate  ln_uiadmin_budget_real ln_pop_size ln_clmterror_est ln_employerappeals_ct  i.state_numident if nonpartisan_gubapprove!=1,  family(normal) link(log) vce(cluster state_numident)
{res}
{txt}Iteration 0:{space 2}Log pseudolikelihood = {res:-17648.376}  
Iteration 1:{space 2}Log pseudolikelihood = {res:-17302.151}  
Iteration 2:{space 2}Log pseudolikelihood = {res:-16951.504}  
Iteration 3:{space 2}Log pseudolikelihood = {res:-16926.591}  
Iteration 4:{space 2}Log pseudolikelihood = {res:-16925.056}  
Iteration 5:{space 2}Log pseudolikelihood = {res:-16924.974}  
Iteration 6:{space 2}Log pseudolikelihood = {res:-16924.967}  
Iteration 7:{space 2}Log pseudolikelihood = {res:-16924.967}  
{res}
{txt}Generalized linear models{col 51}Number of obs{col 67}={col 69}{res}       952
{txt}Optimization     : {res}ML{txt}{col 51}Residual df{col 67}={col 69}{res}       941
{col 20}{txt}{col 51}Scale parameter{col 67}={col 70}{res} 1.73e+14
{txt}Deviance{col 18}={res}{col 20} 1.54248e+17{txt}{col 51}(1/df) Deviance{col 67}={res}{col 70} 1.64e+14
{txt}Pearson{col 18}={res}{col 20} 1.54248e+17{txt}{col 51}(1/df) Pearson{col 67}={res}{col 70} 1.64e+14

{txt}Variance function: {res}V(u) = {col 27}1{col 51}{txt}[{res}Gaussian{txt}]
Link function    : {res}g(u) = {col 27}ln(u){col 51}{txt}[{res}Log{txt}]

{col 51}{help j_glmic##|_new:AIC}{col 67}={res}{col 70} 35.57976
{txt}Log pseudolikelihood{col 22}= {res}-16924.96685{txt}{col 51}{help j_glmic##|_new:BIC}{col 67}={res}{col 70} 1.54e+17

{txt}{ralign 84:(Std. err. adjusted for {res:48} clusters in {res:state_numident})}
{hline 19}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 20}{c |}{col 32}    Robust
{col 1}sai_detamt_clmtr~l{col 20}{c |} Coefficient{col 32}  std. err.{col 44}      z{col 52}   P>|z|{col 60}     [95% con{col 73}f. interval]
{hline 19}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
gubapptauth_part~3 {c |}
{space 16}1  {c |}{col 20}{res}{space 2}-.4616629{col 32}{space 2} .2641526{col 43}{space 1}   -1.75{col 52}{space 3}0.081{col 60}{space 4}-.9793924{col 73}{space 3} .0560666
{txt}{space 16}2  {c |}{col 20}{res}{space 2}-1.192227{col 32}{space 2} .3582001{col 43}{space 1}   -3.33{col 52}{space 3}0.001{col 60}{space 4}-1.894286{col 73}{space 3}-.4901677
{txt}{space 18} {c |}
{space 6}electionyear {c |}{col 20}{res}{space 2}-.0489195{col 32}{space 2} .1682656{col 43}{space 1}   -0.29{col 52}{space 3}0.771{col 60}{space 4}-.3787141{col 73}{space 3}  .280875
{txt}{space 2}econideol_median {c |}{col 20}{res}{space 2} 1.098252{col 32}{space 2} .6041603{col 43}{space 1}    1.82{col 52}{space 3}0.069{col 60}{space 4}-.0858803{col 73}{space 3} 2.282385
{txt}{space 3}publicunion_cov {c |}{col 20}{res}{space 2}-.0360055{col 32}{space 2} .0229902{col 43}{space 1}   -1.57{col 52}{space 3}0.117{col 60}{space 4}-.0810655{col 73}{space 3} .0090545
{txt}{space 8}unemp_rate {c |}{col 20}{res}{space 2} .1348901{col 32}{space 2} .0293375{col 43}{space 1}    4.60{col 52}{space 3}0.000{col 60}{space 4} .0773898{col 73}{space 3} .1923905
{txt}ln_uiadmin_budge~l {c |}{col 20}{res}{space 2} 2.782799{col 32}{space 2} .3015451{col 43}{space 1}    9.23{col 52}{space 3}0.000{col 60}{space 4} 2.191781{col 73}{space 3} 3.373816
{txt}{space 7}ln_pop_size {c |}{col 20}{res}{space 2} .1947779{col 32}{space 2} .4054059{col 43}{space 1}    0.48{col 52}{space 3}0.631{col 60}{space 4}-.5998031{col 73}{space 3} .9893589
{txt}{space 2}ln_clmterror_est {c |}{col 20}{res}{space 2}-.0122433{col 32}{space 2} .1884533{col 43}{space 1}   -0.06{col 52}{space 3}0.948{col 60}{space 4} -.381605{col 73}{space 3} .3571184
{txt}ln_employerappea~t {c |}{col 20}{res}{space 2}-1.086616{col 32}{space 2} .2136647{col 43}{space 1}   -5.09{col 52}{space 3}0.000{col 60}{space 4}-1.505391{col 73}{space 3}-.6678407
{txt}{space 18} {c |}
{space 4}state_numident {c |}
{space 16}3  {c |}{col 20}{res}{space 2}-.5489563{col 32}{space 2} .3888188{col 43}{space 1}   -1.41{col 52}{space 3}0.158{col 60}{space 4}-1.311027{col 73}{space 3} .2131145
{txt}{space 16}4  {c |}{col 20}{res}{space 2}-.5524286{col 32}{space 2}  .700567{col 43}{space 1}   -0.79{col 52}{space 3}0.430{col 60}{space 4}-1.925515{col 73}{space 3} .8206575
{txt}{space 16}5  {c |}{col 20}{res}{space 2}-9.909229{col 32}{space 2} 2.800213{col 43}{space 1}   -3.54{col 52}{space 3}0.000{col 60}{space 4}-15.39755{col 73}{space 3}-4.420912
{txt}{space 16}6  {c |}{col 20}{res}{space 2} .3073455{col 32}{space 2} 1.120236{col 43}{space 1}    0.27{col 52}{space 3}0.784{col 60}{space 4}-1.888277{col 73}{space 3} 2.502968
{txt}{space 16}7  {c |}{col 20}{res}{space 2} -4.17489{col 32}{space 2} 1.835918{col 43}{space 1}   -2.27{col 52}{space 3}0.023{col 60}{space 4}-7.773223{col 73}{space 3}-.5765563
{txt}{space 16}8  {c |}{col 20}{res}{space 2}-.8503118{col 32}{space 2} 1.424459{col 43}{space 1}   -0.60{col 52}{space 3}0.551{col 60}{space 4}  -3.6422{col 73}{space 3} 1.941577
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{txt}{space 18} {c |}
{space 13}_cons {c |}{col 20}{res}{space 2}-24.71375{col 32}{space 2}  4.52186{col 43}{space 1}   -5.47{col 52}{space 3}0.000{col 60}{space 4}-33.57643{col 73}{space 3}-15.85107
{txt}{hline 19}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}

{com}. *
. estat ic

{txt}Akaike's information criterion and Bayesian information criterion

{hline 13}{c TT}{hline 63}
       Model {c |}          N   ll(null)  ll(model)      df        AIC        BIC
{hline 13}{c +}{hline 63}
{ralign 12:.}{col 14}{c |}{res}{col 16}       952{col 28}        .{col 39}-16924.97{col 50}    11{col 58} 33871.93{col 69} 33925.38
{txt}{hline 13}{c BT}{hline 63}
{p 0 6 0 77}Note: BIC uses N = number of observations. See {helpb bic_note:{bind:[R] IC note}}.{p_end}

{com}. 
. *
. * -2*(LL) Test *
. display -2*( -16729.77 - -16924.97)
{res}-390.4
{txt}
{com}. *
. *
. 
. * AIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS *
. display 33521.53 - 33871.93 
{res}-350.4
{txt}
{com}. * 
. 
. * BIC DIFFERENTIAL BETWEEN UNRESTRICTED AND RESTRICTED MODEL SPECIFICATIONS * 
. display 33672.15 - 33925.38
{res}-253.23
{txt}
{com}. 
. 
. 
. *************************************************************************************************************************************************************************************************************
. *************************************************************************************************************************************************************************************************************
. *************************************************************************************************************************************************************************************************************
. *************************************************************************************************************************************************************************************************************
. 
.  
. 
. log close
      {txt}name:  {res}<unnamed>
       {txt}log:  {res}C:\Users\hongj\Dropbox\Administration of UI Programs in the American States (Ji-Hyeun Hong)\Administrative Inequality Bias (Paper #1)\Data Replication File Materials (JPART)\Output\Administrative Bias.APPENDIX D.02-01-2026.smcl
  {txt}log type:  {res}smcl
 {txt}closed on:  {res} 1 Feb 2026, 17:43:46
{txt}{.-}
{smcl}
{txt}{sf}{ul off}